diff --git a/.gitattributes b/.gitattributes index 0e1a35cd..42c91daa 100644 --- a/.gitattributes +++ b/.gitattributes @@ -1,2 +1,3 @@ docs/** linguist-vendored -notebooks/** linguist-vendored \ No newline at end of file +notebooks/** linguist-vendored +tests/** linguist-vendored diff --git a/.github/workflows/CI.yml b/.github/workflows/CI.yml new file mode 100644 index 00000000..1e7e25cf --- /dev/null +++ b/.github/workflows/CI.yml @@ -0,0 +1,66 @@ +name: CI + +on: + pull_request: + branches: [main, ripple-dev] + push: + branches: [main, ripple-dev] + release: + types: [published] + +concurrency: + group: ${{ github.workflow }}-${{ github.head_ref || github.ref }} + cancel-in-progress: true + +jobs: + test: + runs-on: ubuntu-latest + strategy: + matrix: + python-version: ["3.11", "3.12", "3.13"] + steps: + - uses: actions/checkout@v6 + - uses: astral-sh/setup-uv@v7 + with: + enable-cache: true + - name: Set up Python ${{ matrix.python-version }} + run: uv python install ${{ matrix.python-version }} + - name: Install dependencies + run: uv sync --python ${{ matrix.python-version }} --group test + - name: Run tests + run: uv run pytest --cov=ripplegw --cov-report=term-missing tests/unit tests/integration --ignore=tests/cross_validation --ignore=tests/benchmarks + - name: Upload coverage to Coveralls + if: matrix.python-version == '3.12' + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} + COVERALLS_REPO_TOKEN: ${{ secrets.COVERALLS_REPO_TOKEN }} + run: uv run coveralls + + pre-commit: + runs-on: ubuntu-latest + steps: + - uses: actions/checkout@v6 + - uses: astral-sh/setup-uv@v7 + with: + enable-cache: true + - name: Install dependencies + run: uv sync --python 3.12 --group test + - name: Run pre-commit + run: uv run pre-commit run --all-files + + publish: + needs: [test, pre-commit] + runs-on: ubuntu-latest + if: github.event_name == 'release' + environment: + name: pypi + url: https://pypi.org/project/ripplegw/ + steps: + - uses: actions/checkout@v6 + - uses: astral-sh/setup-uv@v7 + - name: Build package + run: uv build + - name: Publish to PyPI + uses: pypa/gh-action-pypi-publish@release/v1 + with: + password: ${{ secrets.PYPI_API_TOKEN }} diff --git a/.github/workflows/python-publish.yml b/.github/workflows/python-publish.yml deleted file mode 100644 index 30f2bc2f..00000000 --- a/.github/workflows/python-publish.yml +++ /dev/null @@ -1,39 +0,0 @@ -# This workflow will upload a Python Package using Twine when a release is created -# For more information see: https://docs.github.com/en/actions/automating-builds-and-tests/building-and-testing-python#publishing-to-package-registries - -# This workflow uses actions that are not certified by GitHub. -# They are provided by a third-party and are governed by -# separate terms of service, privacy policy, and support -# documentation. - -name: Upload Python Package - -on: - release: - types: [published] - -permissions: - contents: read - -jobs: - deploy: - - runs-on: ubuntu-latest - - steps: - - uses: actions/checkout@v3 - - name: Set up Python - uses: actions/setup-python@v3 - with: - python-version: '3.x' - - name: Install dependencies - run: | - python -m pip install --upgrade pip - pip install build - - name: Build package - run: python -m build - - name: Publish package - uses: pypa/gh-action-pypi-publish@v1.8.4 - with: - user: __token__ - password: ${{ secrets.PYPI_API_TOKEN }} diff --git a/.gitignore b/.gitignore index bd61cd2c..56e9fb02 100644 --- a/.gitignore +++ b/.gitignore @@ -1,10 +1,32 @@ +# Python +__pycache__/ +*.py[cod] + +*.egg-info/ + +# Testing / coverage +.pytest_cache/ +.coverage +.coverage.* +htmlcov/ + +# Virtual environments +.venv/ +venv/ + +# IDE / Editor +.vscode/ +*.swp + +# OS .DS_Store -.ipynb_checkpoints/ + +# Python environment .python-version -*__pycache__ -*.egg-info -docs/build/* -figures/*.pdf -.vscode/* -build/* \ No newline at end of file +# Documentation +docs/_build/ +/site + +# Jupyter +.ipynb_checkpoints/ diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml new file mode 100644 index 00000000..2c387dca --- /dev/null +++ b/.pre-commit-config.yaml @@ -0,0 +1,26 @@ +ci: + autoupdate_branch: ripple-dev + +repos: + - repo: https://github.com/astral-sh/uv-pre-commit + rev: 0.10.8 + hooks: + - id: uv-lock + args: ["--upgrade"] + + - repo: https://github.com/astral-sh/ruff-pre-commit + rev: v0.15.4 + hooks: + - id: ruff-check + args: ["--fix"] + files: src/ + - id: ruff-format + files: src/ + + # Temporarily disabled - re-enable once type errors are fixed + # - repo: https://github.com/RobertCraigie/pyright-python + # rev: v1.1.408 + # hooks: + # - id: pyright + # files: src/ + # additional_dependencies: [jax, jaxtyping, pytest, typing_extensions, numpy] diff --git a/LICENSE b/LICENSE index 7c985bbd..3eeb80ad 100644 --- a/LICENSE +++ b/LICENSE @@ -1,6 +1,7 @@ MIT License -Copyright (c) [2022] [Adam Coogan, Thomas Edwards] +Copyright (c) 2022 Adam Coogan, Thomas Edwards +Copyright (c) 2025 GW-JAX-Team Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal diff --git a/README.md b/README.md index e0702038..99b18365 100644 --- a/README.md +++ b/README.md @@ -1,100 +1,128 @@ -# Ripple :ocean: +# Ripple 🌊 -A small `jax` package for differentiable and fast gravitational wave data analysis. +**A small `jax` package for differentiable and fast gravitational wave data analysis** -# Getting Started +[![doc](https://badgen.net/badge/Read/the%20doc/blue)](https://ripplegw.readthedocs.io/) [![license](https://badgen.net/badge/License/MIT/blue)](https://github.com/GW-JAX-Team/ripple/blob/main/LICENSE) [![coverage](https://badgen.net/coveralls/c/github/GW-JAX-Team/ripple/main)](https://coveralls.io/github/GW-JAX-Team/ripple?branch=main) [![pre-commit.ci status](https://results.pre-commit.ci/badge/github/GW-JAX-Team/ripple/main.svg)](https://results.pre-commit.ci/latest/github/GW-JAX-Team/ripple/main) -Note that Thibeau Wouters and Kaze Wong will soon become the main developers of ripple so please contact them if you have comments/questions. +ripple is a JAX-based package for differentiable and hardware-accelerated gravitational wave data analysis.It is maintained by the GW-JAX-Team organization and was originally developed by Thomas Edwards and Adam Coogan, with significant contributions from Kaze Wong and the community. -## Documentation +See the accompanying paper, [Edwards et al. (2024)](https://journals.aps.org/prd/abstract/10.1103/PhysRevD.110.064028), for more details. For questions or comments, please open an issue on the [GitHub repository](https://github.com/GW-JAX-Team/ripple). -You can find the full documentation at [Read the Docs](https://ripplegw.readthedocs.io/). +## Installation -### Installation +The simplest way to install ripple is through pip: -Both waveforms have been tested extensively and match `lalsuite` implementations to machine precision across all the parameter space. +```bash +pip install ripplegw +``` -Ripple can be installed using +This will install the latest stable release and its dependencies. +ripple is built on [JAX](https://github.com/google/jax). +By default, this installs the CPU version of JAX from [PyPI](https://pypi.org). +If you have a GPU and want to leverage hardware acceleration, install the CUDA-enabled version: -``` -pip3 install ripplegw +```bash +pip install ripplegw[cuda] ``` -Note that by default we do not include enable float64 in `jax`` since we want allow users to use float32 to improve performance. -If you require float64, please include the following code at the start of the script: +If you want to install the latest version of ripple, you can clone this repo and install it locally: +```bash +git clone https://github.com/GW-JAX-Team/ripple.git +cd ripple +pip install -e . ``` + +**Note:** By default, ripple uses float32 precision for improved performance. If you require float64 precision, add the following at the start of your script: + +```python from jax import config config.update("jax_enable_x64", True) ``` -See https://jax.readthedocs.io/en/latest/notebooks/Common_Gotchas_in_JAX.html for other common `jax` gotchas. +See [JAX - The Sharp Bits](https://docs.jax.dev/en/latest/notebooks/Common_Gotchas_in_JAX.html#jax-the-sharp-bits) for other common `jax` gotchas. + +## Supported Waveforms -### Supported waveforms +All waveforms have been extensively tested and match `lalsuite` implementations to machine precision across the full parameter space. -- IMRPhenomXAS (aligned spin) -- IMRPhenomD (aligned spin) -- IMRPhenomPv2 (Still finalizing sampling checks) -- TaylorF2 with tidal effects -- IMRPhenomD_NRTidalv2, verified for the low spin regime (chi1, chi2 < 0.05), further testing is required for higher spins +- **IMRPhenomXAS** (aligned spin) +- **IMRPhenomD** (aligned spin) +- **IMRPhenomPv2** (finalizing sampling validation) +- **TaylorF2** with tidal effects +- **IMRPhenomD_NRTidalv2** (verified for low spin: $\chi_1$ and $\chi_2$ < 0.05; higher spins require further testing) +- **IMRPhenomXAS_NRTidalv3** -### Generating a waveform and its derivative +## Usage -Generating a waveform is incredibly easy. Below is an example of calling the PhenomXAS waveform model -to get the h_+ and h_x polarizations of the waveform model +### Generating a Waveform -We start with some basic imports: +Generating waveforms with ripple is straightforward. Below is an example using the IMRPhenomXAS model to compute the $h_+$ and $h_\times$ polarizations. + +Start with the basic imports: ```python import jax.numpy as jnp - -from ripple.waveforms import IMRPhenomXAS -from ripple import ms_to_Mc_eta +from ripplegw import IMRPhenomXAS +from ripplegw.conversions import ms_to_Mc_eta ``` And now we can just set the parameters and call the waveform! ```python -# Get a frequency domain waveform -# source parameters - -m1_msun = 20.0 # In solar masses -m2_msun = 19.0 -chi1 = 0.5 # Dimensionless spin -chi2 = -0.5 -tc = 0.0 # Time of coalescence in seconds -phic = 0.0 # Time of coalescence -dist_mpc = 440 # Distance to source in Mpc -inclination = 0.0 # Inclination Angle - -# The PhenomD waveform model is parameterized with the chirp mass and symmetric mass ratio +# Define source parameters +m1_msun = 20.0 # Primary mass (solar masses) +m2_msun = 19.0 # Secondary mass (solar masses) +chi1 = 0.5 # Primary dimensionless spin +chi2 = -0.5 # Secondary dimensionless spin +tc = 0.0 # Time of coalescence (seconds) +phic = 0.0 # Phase at coalescence (radians) +dist_mpc = 440 # Luminosity distance (Mpc) +inclination = 0.0 # Inclination angle (radians) + +# Convert to chirp mass and symmetric mass ratio Mc, eta = ms_to_Mc_eta(jnp.array([m1_msun, m2_msun])) -# These are the parametrs that go into the waveform generator -# Note that JAX does not give index errors, so if you pass in the -# the wrong array it will behave strangely +# Construct parameter array +# Note: JAX does not raise index errors, so ensure the array is correctly ordered theta_ripple = jnp.array([Mc, eta, chi1, chi2, dist_mpc, tc, phic, inclination]) -# Now we need to generate the frequency grid -f_l = 24 -f_u = 512 -del_f = 0.01 +# Generate frequency grid +f_l = 24 # Lower frequency bound (Hz) +f_u = 512 # Upper frequency bound (Hz) +del_f = 0.01 # Frequency resolution (Hz) fs = jnp.arange(f_l, f_u, del_f) -f_ref = f_l +f_ref = f_l # Reference frequency -# And finally lets generate the waveform! +# Generate the waveform hp_ripple, hc_ripple = IMRPhenomXAS.gen_IMRPhenomXAS_hphc(fs, theta_ripple, f_ref) -# Note that we have not internally jitted the functions since this would -# introduce an annoying overhead each time the user evaluated the function with a different length frequency array -# We therefore recommend that the user jit the function themselves to accelerate evaluations. For example: +# For better performance, we recommend JIT-compiling the waveform function. +# This avoids recompilation overhead when the frequency array length changes: import jax @jax.jit def waveform(theta): - return IMRPhenomXAS.gen_IMRPhenomXAS_hphc(fs, theta) + return IMRPhenomXAS.gen_IMRPhenomXAS_hphc(fs, theta, f_ref) ``` - - +## Attribution + +If you use ripple in your research, please cite the accompanying paper: + +```bibtex +@article{Edwards:2023sak, + author = "Edwards, Thomas D. P. and Wong, Kaze W. K. and Lam, Kelvin K. H. and Coogan, Adam and Foreman-Mackey, Daniel and Isi, Maximiliano and Zimmerman, Aaron", + title = "{Differentiable and hardware-accelerated waveforms for gravitational wave data analysis}", + eprint = "2302.05329", + archivePrefix = "arXiv", + primaryClass = "astro-ph.IM", + doi = "10.1103/PhysRevD.110.064028", + journal = "Phys. Rev. D", + volume = "110", + number = "6", + pages = "064028", + year = "2024" +} +``` diff --git a/dist/ripplegw-0.0.2-py3.9.egg b/dist/ripplegw-0.0.2-py3.9.egg deleted file mode 100644 index cc55bf78..00000000 Binary files a/dist/ripplegw-0.0.2-py3.9.egg and /dev/null differ diff --git a/dist/ripplegw-0.0.4-py3.10.egg b/dist/ripplegw-0.0.4-py3.10.egg deleted file mode 100644 index ded5322b..00000000 Binary files a/dist/ripplegw-0.0.4-py3.10.egg and /dev/null differ diff --git a/dist/ripplegw-0.0.4-py3.11.egg b/dist/ripplegw-0.0.4-py3.11.egg deleted file mode 100644 index 0eff22a9..00000000 Binary files a/dist/ripplegw-0.0.4-py3.11.egg and /dev/null differ diff --git a/docs/requirements.txt b/docs/requirements.txt index e2561a0f..d2c418f5 100644 --- a/docs/requirements.txt +++ b/docs/requirements.txt @@ -6,10 +6,10 @@ equinox>=0.10.6 optax>=0.1.5 evosax>=0.1.4 tqdm -mkdocs==1.4.3 # Main documentation generator. -mkdocs-material==9.1.18 # Theme -pymdown-extensions==10.1 # Markdown extensions e.g. to handle LaTeX. -mkdocstrings[python]==0.22.0 # Autogenerate documentation from docstrings. -mkdocs-jupyter==0.24.2 # Turn Jupyter Lab notebooks into webpages. -mkdocs-gen-files==0.5.0 -mkdocs-literate-nav==0.6.0 +mkdocs==1.6.1 # Main documentation generator. +mkdocs-material==9.7.1 # Theme +pymdown-extensions==10.20.1 # Markdown extensions e.g. to handle LaTeX. +mkdocstrings[python]==1.0.3 # Autogenerate documentation from docstrings. +mkdocs-jupyter==0.25.1 # Turn Jupyter Lab notebooks into webpages. +mkdocs-gen-files==0.6.0 +mkdocs-literate-nav==0.6.2 diff --git a/mkdocs.yml b/mkdocs.yml index 51a03967..5e2fe076 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -1,8 +1,8 @@ site_name: ripple site_description: A light weight jax package for differentiable and fast gravitational wave data analysis. -site_author: Thomas Edwards, Kaze Wong -repo_url: https://github.com/tedwards2412/ripple -repo_name: tedwards2412/ripple +site_author: GW JAX Team (originally by Thomas Edwards) +repo_url: https://github.com/GW-JAX-Team/ripple +repo_name: GW-JAX-Team/ripple theme: name: material @@ -27,9 +27,6 @@ theme: icon: material/brightness-2 name: Light mode - twitter_name: "@physicskaze" - twitter_url: "https://twitter.com/physicskaze" - markdown_extensions: - pymdownx.arithmatex: # Render LaTeX via MathJax generic: true diff --git a/pyproject.toml b/pyproject.toml index 374b58cb..1646f6f0 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,6 +1,99 @@ +[project] +name = "ripplegw" +version = "0.0.9" +description = "A small jax package for differentiable and fast gravitational wave data analysis." +readme = "README.md" +requires-python = ">=3.11" +authors = [ + { name = "Thomas Edwards", email = "tedwards2412@gmail.com" }, +] +maintainers = [ + {name = "Thomas Ng", email = "thomas.ng@nikhef.nl"} +] +license = { file = "LICENSE" } +keywords = ["gravitational waves", "jax"] +classifiers = [ + "Programming Language :: Python :: 3.11", + "Programming Language :: Python :: 3.12", + "Programming Language :: Python :: 3.13", + "License :: OSI Approved :: MIT License", + "Operating System :: OS Independent", +] + +dependencies = [ + "jax>=0.8.2", + "jaxtyping>=0.3.3", + "numpy>=1,<3", +] + +[project.optional-dependencies] +cuda = [ + "jax[cuda]>=0.8.2", +] + +[dependency-groups] +test = [ + "matplotlib>=3.7.0", + "pandas>=2.0.0", + "pre-commit>=4.2.0", + "coverage>=7.7.0", + "coveralls>=4.0.1", + "pytest>=8.3.3", + "pytest-cov>=6.0.0", + "ruff>=0.12.2", + "tqdm>=4.66.0", + # "pyright>=1.1.402", # Temporarily disabled - re-enable once type errors are fixed +] +cross-validation = [ + "lalsuite", +] +doc = [ + "mkdocs-gen-files==0.6.0", + "mkdocs-jupyter==0.25.1", + "mkdocs-literate-nav==0.6.2", + "mkdocs-material==9.7.1", + "mkdocs==1.6.1", + "mkdocstrings[python]==1.0.3", + "pymdown-extensions==10.20.1", +] + +[project.scripts] +ripple_time = "ripplegw.benchmarks.timings.timing:main" + +[project.urls] +Homepage = "https://github.com/GW-JAX-Team/ripple" +Documentation = "https://ripple.readthedocs.io" +Repository = "https://github.com/GW-JAX-Team/ripple" +"Bug Tracker" = "https://github.com/GW-JAX-Team/ripple/issues" +Changelog = "https://github.com/GW-JAX-Team/ripple/releases" + +[tool.uv.sources] +ripplegw = { workspace = true } + [build-system] -requires = [ - "setuptools>=42", - "wheel" +requires = ["hatchling"] +build-backend = "hatchling.build" + +[tool.pytest.ini_options] +pythonpath = ["."] +norecursedirs = ["tests/cross_validation"] + +[tool.ruff.lint] +ignore = [ + "F722", # Forward annotations evaluation (false positive with jaxtyping) + "E731", # Lambda assignment +] + +[tool.ruff.lint.extend-per-file-ignores] +"notebooks/*" = ["E402"] + +[tool.pyright] +include = ["src"] + +[tool.coverage.report] +exclude_also = [ + 'def __repr__', + "raise AssertionError", + "raise NotImplementedError", + "@(abc\\. )?abstractmethod", ] -build-backend = "setuptools.build_meta" diff --git a/setup.cfg b/setup.cfg deleted file mode 100644 index a29af57f..00000000 --- a/setup.cfg +++ /dev/null @@ -1,30 +0,0 @@ -[metadata] -name = ripplegw -version = 0.0.9 -description = A small jax package for differentiable and fast gravitational wave data analysis. -long_description = file: README.md -long_description_content_type = text/markdown -keywords = gravitational waves, jax -url = https://ripple.readthedocs.io/en/latest/ -project_urls = - Bug Tracker = https://github.com/tedwards2412/ripple -classifiers = - Programming Language :: Python :: 3 - License :: OSI Approved :: MIT License - Operating System :: OS Independent - -[options] -package_dir = - = src -packages = find: -python_requires = >=3.9 -install_requires = - jax - jaxlib - numpy>=1,<2 - -[options.package_data] -* = *.dat - -[options.packages.find] -where = src diff --git a/setup.py b/setup.py deleted file mode 100644 index 7772c915..00000000 --- a/setup.py +++ /dev/null @@ -1,8 +0,0 @@ -from setuptools import setup - -setup( - name="ripplegw", - install_requires=[ - "ripplegw", - ], -) diff --git a/src/ripplegw/FD_waveform.py b/src/ripplegw/FD_waveform.py deleted file mode 100644 index 3ef20ddd..00000000 --- a/src/ripplegw/FD_waveform.py +++ /dev/null @@ -1,24 +0,0 @@ -from ripplegw.waveforms import ( - IMRPhenomXAS, - IMRPhenomD, - IMRPhenomD_NRTidalv2, - IMRPhenomPv2, -) - - -class FD_waveform_generator: - def __init__(self): - # Initialize the dictionary of generator functions - self.generators = { - "XAS": IMRPhenomXAS.gen_IMRPhenomXAS_hphc, - "D": IMRPhenomD.gen_IMRPhenomD_hphc, - "D_NRTidalv2": IMRPhenomD_NRTidalv2.gen_IMRPhenomD_NRTidalv2_hphc, - "Pv2": IMRPhenomPv2.gen_IMRPhenomPv2, - } - - def generate_waveform(self, model_type, fs, theta_ripple, f_ref): - if model_type in self.generators: - gen_func = self.generators[model_type] - return gen_func(fs, theta_ripple, f_ref) - else: - raise ValueError(f"No generator found for model type '{model_type}'") diff --git a/src/ripplegw/__init__.py b/src/ripplegw/__init__.py index f80bbd62..cc66c398 100644 --- a/src/ripplegw/__init__.py +++ b/src/ripplegw/__init__.py @@ -1,518 +1,19 @@ -""" -Core utilities for calculating properties of binaries, sampling their parameters -and comparing waveforms. -""" - -# Note that we turned this off to test float32 capabilities -# from jax.config import config -# config.update("jax_enable_x64", True) - -import ripplegw -from math import pi -from typing import Callable, Optional, Tuple -import warnings - -from jax import random -import jax.numpy as jnp - -from .constants import C, G -from .typing import Array - - -def Mc_eta_to_ms(m): - r""" - Converts chirp mass and symmetric mass ratio to binary component masses. - - Args: - m: the binary component masses ``(Mchirp, eta)`` - - Returns: - :math:`(m1, m2)`, with the chirp mass in the same units as - the component masses - """ - Mchirp, eta = m - M = Mchirp / (eta ** (3 / 5)) - m2 = (M - jnp.sqrt(M**2 - 4 * M**2 * eta)) / 2 - m1 = M - m2 - return m1, m2 - - -def ms_to_Mc_eta(m): - r""" - Converts binary component masses to chirp mass and symmetric mass ratio. - - Args: - m: the binary component masses ``(m1, m2)`` - - Returns: - :math:`(\mathcal{M}, \eta)`, with the chirp mass in the same units as - the component masses - """ - m1, m2 = m - return (m1 * m2) ** (3 / 5) / (m1 + m2) ** (1 / 5), m1 * m2 / (m1 + m2) ** 2 - - -# TODO in code below, reduce copy-paste -def lambdas_to_lambda_tildes_from_q(params: Array): - """ - Convert from individual tidal parameters to domainant tidal term. (Code taken from Bilby) - - See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. - - Parameters - ========== - lambda_1: float - Tidal parameter of more massive neutron star. - lambda_2: float - Tidal parameter of less massive neutron star. - mass_1: float - Mass of more massive neutron star. - mass_2: float - Mass of less massive neutron star. - - Returns - ======= - lambda_tilde: float - Dominant tidal term. - """ - lambda_1, lambda_2, q = params - eta = q / (1 + q) ** 2 - lambda_plus = lambda_1 + lambda_2 - lambda_minus = lambda_1 - lambda_2 - lambda_tilde = ( - 8 - / 13 - * ( - (1 + 7 * eta - 31 * eta**2) * lambda_plus - + (1 - 4 * eta) ** 0.5 * (1 + 9 * eta - 11 * eta**2) * lambda_minus - ) - ) - - delta_lambda_tilde = ( - 1 - / 2 - * ( - (1 - 4 * eta) ** 0.5 - * (1 - 13272 / 1319 * eta + 8944 / 1319 * eta**2) - * lambda_plus - + (1 - 15910 / 1319 * eta + 32850 / 1319 * eta**2 + 3380 / 1319 * eta**3) - * lambda_minus - ) - ) - - return lambda_tilde, delta_lambda_tilde - - -def lambdas_to_lambda_tildes(params: Array): - """ - Convert from individual tidal parameters to domainant tidal term. (Code taken from Bilby) - - See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. - - Parameters - ========== - lambda_1: float - Tidal parameter of more massive neutron star. - lambda_2: float - Tidal parameter of less massive neutron star. - mass_1: float - Mass of more massive neutron star. - mass_2: float - Mass of less massive neutron star. - - Returns - ======= - lambda_tilde: float - Dominant tidal term. - """ - lambda_1, lambda_2, mass_1, mass_2 = params - _, eta = ms_to_Mc_eta(jnp.array([mass_1, mass_2])) - lambda_plus = lambda_1 + lambda_2 - lambda_minus = lambda_1 - lambda_2 - lambda_tilde = ( - 8 - / 13 - * ( - (1 + 7 * eta - 31 * eta**2) * lambda_plus - + (1 - 4 * eta) ** 0.5 * (1 + 9 * eta - 11 * eta**2) * lambda_minus - ) - ) - - delta_lambda_tilde = ( - 1 - / 2 - * ( - (1 - 4 * eta) ** 0.5 - * (1 - 13272 / 1319 * eta + 8944 / 1319 * eta**2) - * lambda_plus - + (1 - 15910 / 1319 * eta + 32850 / 1319 * eta**2 + 3380 / 1319 * eta**3) - * lambda_minus - ) - ) - - return lambda_tilde, delta_lambda_tilde - - -def lambda_tildes_to_lambdas(params: Array): - """ - Convert from dominant tidal terms to individual tidal parameters. Code taken from bilby. - - See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. - - Parameters - ========== - lambda_tilde: float - Dominant tidal term. - delta_lambda_tilde: float - Secondary tidal term. - mass_1: float - Mass of more massive neutron star. - mass_2: float - Mass of less massive neutron star. - - Returns - ======= - lambda_1: float - Tidal parameter of more massive neutron star. - lambda_2: float - Tidal parameter of less massive neutron star. - - """ - - lambda_tilde, delta_lambda_tilde, mass_1, mass_2 = params - - _, eta = ms_to_Mc_eta(jnp.array([mass_1, mass_2])) - coefficient_1 = 1 + 7 * eta - 31 * eta**2 - coefficient_2 = (1 - 4 * eta) ** 0.5 * (1 + 9 * eta - 11 * eta**2) - coefficient_3 = (1 - 4 * eta) ** 0.5 * ( - 1 - 13272 / 1319 * eta + 8944 / 1319 * eta**2 - ) - coefficient_4 = ( - 1 - 15910 / 1319 * eta + 32850 / 1319 * eta**2 + 3380 / 1319 * eta**3 - ) - lambda_1 = ( - 13 * lambda_tilde / 8 * (coefficient_3 - coefficient_4) - - 2 * delta_lambda_tilde * (coefficient_1 - coefficient_2) - ) / ( - (coefficient_1 + coefficient_2) * (coefficient_3 - coefficient_4) - - (coefficient_1 - coefficient_2) * (coefficient_3 + coefficient_4) - ) - lambda_2 = ( - 13 * lambda_tilde / 8 * (coefficient_3 + coefficient_4) - - 2 * delta_lambda_tilde * (coefficient_1 + coefficient_2) - ) / ( - (coefficient_1 - coefficient_2) * (coefficient_3 + coefficient_4) - - (coefficient_1 + coefficient_2) * (coefficient_3 - coefficient_4) - ) - - return lambda_1, lambda_2 - - -def lambda_tildes_to_lambdas_from_q(params: Array): - """ - Convert from dominant tidal terms to individual tidal parameters. Code taken from bilby. - - See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. - - Parameters - ========== - lambda_tilde: float - Dominant tidal term. - delta_lambda_tilde: float - Secondary tidal term. - mass_1: float - Mass of more massive neutron star. - mass_2: float - Mass of less massive neutron star. - - Returns - ======= - lambda_1: float - Tidal parameter of more massive neutron star. - lambda_2: float - Tidal parameter of less massive neutron star. - - """ - - lambda_tilde, delta_lambda_tilde, q = params - - eta = q / (1 + q) ** 2 - - coefficient_1 = 1 + 7 * eta - 31 * eta**2 - coefficient_2 = (1 - 4 * eta) ** 0.5 * (1 + 9 * eta - 11 * eta**2) - coefficient_3 = (1 - 4 * eta) ** 0.5 * ( - 1 - 13272 / 1319 * eta + 8944 / 1319 * eta**2 - ) - coefficient_4 = ( - 1 - 15910 / 1319 * eta + 32850 / 1319 * eta**2 + 3380 / 1319 * eta**3 - ) - lambda_1 = ( - 13 * lambda_tilde / 8 * (coefficient_3 - coefficient_4) - - 2 * delta_lambda_tilde * (coefficient_1 - coefficient_2) - ) / ( - (coefficient_1 + coefficient_2) * (coefficient_3 - coefficient_4) - - (coefficient_1 - coefficient_2) * (coefficient_3 + coefficient_4) - ) - lambda_2 = ( - 13 * lambda_tilde / 8 * (coefficient_3 + coefficient_4) - - 2 * delta_lambda_tilde * (coefficient_1 + coefficient_2) - ) / ( - (coefficient_1 - coefficient_2) * (coefficient_3 + coefficient_4) - - (coefficient_1 + coefficient_2) * (coefficient_3 - coefficient_4) - ) - - return lambda_1, lambda_2 - - -def get_chi_eff(params: Array) -> float: - """Compute effective spin. - - Args: - params (Array): Parameters: mass1, mass2, spin1, spin2 - - Returns: - float: Effective spin. - """ - m1, m2, chi1, chi2 = params - - chi_eff = (m1 * chi1 + m2 * chi2) / (m1 + m2) - return chi_eff - - -def get_f_isco(m): - r""" - Computes the ISCO frequency for a black hole. - - Args: - m: the black hole's mass in kg - - Returns: - The ISCO frequency in Hz - """ - return 1 / (6 ** (3 / 2) * pi * m / (C**3 / G)) - - -def get_M_eta_sampler(M_range: Tuple[float, float], eta_range: Tuple[float, float]): - """ - Uniformly values of the chirp mass and samples over the specified ranges. - This function may be removed in the future since it is trivial. - """ - - def sampler(key, n): - M_eta = random.uniform( - key, - minval=jnp.array([M_range[0], eta_range[0]]), - maxval=jnp.array([M_range[1], eta_range[1]]), - shape=(n, 2), - ) - return M_eta - - return sampler - - -def get_m1_m2_sampler(m1_range: Tuple[float, float], m2_range: Tuple[float, float]): - r""" - Creates a function to uniformly sample two parameters, with the restriction - that the first is larger than the second. - - Note: - While this function is particularly useful for sampling masses in a - binary, nothing in it is specific to that context. - - Args: - m1_range: the minimum and maximum values of the first parameter - m2_range: the minimum and maximum values of the second parameter - - Returns: - The sampling function - """ - - def sampler(key, n): - ms = random.uniform( - key, - minval=jnp.array([m1_range[0], m2_range[0]]), - maxval=jnp.array([m1_range[1], m2_range[1]]), - shape=(n, 2), - ) - return jnp.stack([ms.max(axis=1), ms.min(axis=1)]).T # type: ignore - - return sampler - - -def get_eff_pads(fs: Array) -> Tuple[Array, Array]: - r""" - Gets arrays of zeros to pad a function evaluated on a frequency grid so the - function values can be passed to ``jax.numpy.fft.ifft``. - - Args: - fs: uniformly-spaced grid of frequencies. It is assumed that the first - element in the grid must be an integer multiple of the grid spacing - (i.e., ``fs[0] % df == 0``, where ``df`` is the grid spacing). - - Returns: - The padding arrays of zeros. The first is of length ``fs[0] / df`` and - the second is of length ``fs[-1] / df - 2``. - """ - df = (fs[-1] - fs[0]) / (len(fs) - 1) - - if not jnp.allclose(jnp.diff(fs), df).all(): - warnings.warn("frequency grid may not be evenly spaced") - - if fs[0] % df != 0 or fs[-1] % df != 0: - warnings.warn( - "The first and/or last elements of the frequency grid are not integer " - "multiples of the grid spacing. The frequency grid and pads from this " - "function will thus yield inaccurate results when used with fft/ifft." - ) - - N = 2 * jnp.array(fs[-1] / df - 1).astype(int) - pad_low = jnp.zeros(jnp.array(fs[0] / df).astype(int)) - pad_high = jnp.zeros(N - jnp.array(fs[-1] / df).astype(int)) - return pad_low, pad_high - - -# pad_low, pad_high, Sns, h1s, h2s -def get_phase_maximized_inner_product_arr( - del_t: Array, fs: Array, Sns: Array, h1s: Array, h2s: Array -) -> Array: - r""" - Calculates the inner product between two waveforms, maximized over the difference - in phase at coalescence. This is just the absolute value of the noise-weighted - inner product. - - Args: - del_t: difference in the time at coalescence for the waveforms - h1s: the first set of strains - h2s: the second set of strains - Sns: the noise power spectral densities - fs: uniformly-spaced grid of frequencies used to perform the integration - - Returns: - The noise-weighted inner product between the waveforms, maximized over - the phase at coalescence - """ - # Normalize both waveforms. Factors of 4 and df drop out. - norm1 = jnp.sqrt(jnp.sum(jnp.abs(h1s) ** 2 / Sns)) - norm2 = jnp.sqrt(jnp.sum(jnp.abs(h2s) ** 2 / Sns)) - # Compute unnormalized match, maximizing over phi_0 by taking the absolute value - integral = jnp.abs( - jnp.sum(h1s.conj() * h2s * jnp.exp(1j * 2 * pi * fs * del_t) / Sns) - ) - return integral / (norm1 * norm2) - - -def get_phase_maximized_inner_product( - del_t: Array, - fs: Array, - Sn: Callable[[Array], Array], - theta1: Array, - theta2: Array, - amp1: Callable[[Array, Array], Array], - Psi1: Callable[[Array, Array], Array], - amp2: Optional[Callable[[Array, Array], Array]], - Psi2: Optional[Callable[[Array, Array], Array]], -) -> Array: - r""" - Calculates the inner product between two waveforms, maximized over the difference - in phase at coalescence. This is just the absolute value of the noise-weighted - inner product. - - Args: - theta1: parameters for the first waveform - theta2: parameters for the second waveform - del_t: difference in the time at coalescence for the waveforms - amp1: amplitude function for first waveform - Psi1: phase function for first waveform - amp2: amplitude function for second waveform - Psi2: phase function for second waveform - fs: uniformly-spaced grid of frequencies used to perform the integration - Sn: power spectral density of the detector noise - - Returns: - The noise-weighted inner product between the waveforms, maximized over - the phase at coalescence - """ - h1s = amp1(fs, theta1) * jnp.exp(1j * Psi1(fs, theta1)) - if amp2 is None: - amp2 = amp1 - if Psi2 is None: - Psi2 = Psi1 - h2s = amp2(fs, theta2) * jnp.exp(1j * Psi2(fs, theta2)) - Sns = Sn(fs) - return get_phase_maximized_inner_product_arr(del_t, fs, Sns, h1s, h2s) - - -def get_match_arr( - pad_low: Array, pad_high: Array, Sns: Array, h1s: Array, h2s: Array -) -> Array: - """ - Calculates the match between two frequency-domain complex strains. The maximizations - over the difference in time and phase at coalescence are performed by taking - the absolute value of the inverse Fourier transform. - - Args: - h1s: the first set of strains - h2s: the second set of strains - Sns: the noise power spectral densities - pad_low: array of zeros to pad the left side of the integrand before it - is passed to ``jax.numpy.fft.ifft`` - pad_right: array of zeros to pad the right side of the integrand before - it is passed to ``jax.numpy.fft.ifft`` - - Returns: - The match. - """ - # Factors of 4 and df drop out due to linearity - norm1 = jnp.sqrt(jnp.sum(jnp.abs(h1s) ** 2 / Sns)) - norm2 = jnp.sqrt(jnp.sum(jnp.abs(h2s) ** 2 / Sns)) - - # Use IFFT trick to maximize over t_c. Ref: Maggiore's book, eq. 7.171. - integrand_padded = jnp.concatenate((pad_low, h1s.conj() * h2s / Sns, pad_high)) - return jnp.abs(len(integrand_padded) * jnp.fft.ifft(integrand_padded)).max() / ( - norm1 * norm2 - ) - - -def get_match( - fs: Array, - pad_low: Array, - pad_high: Array, - Sn: Callable[[Array], Array], - theta1: Array, - theta2: Array, - amp1: Callable[[Array, Array], Array], - Psi1: Callable[[Array, Array], Array], - amp2: Optional[Callable[[Array, Array], Array]], - Psi2: Optional[Callable[[Array, Array], Array]], -) -> Array: - r""" - Calculates the match between two waveforms with different parameters and of - distinct types. The match is defined as the noise-weighted inner product maximized - over the difference in time and phase at coalescence. The maximizations are - performed using the absolute value of the inverse Fourier transform trick. - - Args: - theta1: parameters for the first waveform - theta2: parameters for the second waveform - amp1: amplitude function for first waveform - Psi1: phase function for first waveform - amp2: amplitude function for second waveform - Psi2: phase function for second waveform - fs: uniformly-spaced grid of frequencies used to perform the integration - Sn: power spectral density of the detector noise - pad_low: array of zeros to pad the left side of the integrand before it - is passed to ``jax.numpy.fft.ifft`` - pad_right: array of zeros to pad the right side of the integrand before - it is passed to ``jax.numpy.fft.ifft`` - - Returns: - The match :math:`m[\theta_1, \theta_2]` - """ - h1s = amp1(fs, theta1) * jnp.exp(1j * Psi1(fs, theta1)) - if amp2 is None: - amp2 = amp1 - if Psi2 is None: - Psi2 = Psi1 - h2s = amp2(fs, theta2) * jnp.exp(1j * Psi2(fs, theta2)) - Sns = Sn(fs) - return get_match_arr(pad_low, pad_high, Sns, h1s, h2s) +from ripplegw.waveforms import ( + IMRPhenomD, + IMRPhenomD_NRTidalv2, + IMRPhenomXAS, + IMRPhenomXAS_NRTidalv3, + IMRPhenomPv2, + TaylorF2, + SineGaussian, +) + +__all__ = [ + "IMRPhenomD", + "IMRPhenomD_NRTidalv2", + "IMRPhenomXAS", + "IMRPhenomXAS_NRTidalv3", + "IMRPhenomPv2", + "TaylorF2", + "SineGaussian", +] diff --git a/src/ripplegw/noise_resources/__init__.py b/src/ripplegw/benchmarks/__init__.py similarity index 100% rename from src/ripplegw/noise_resources/__init__.py rename to src/ripplegw/benchmarks/__init__.py diff --git a/src/ripplegw/benchmarks/timings/__init__.py b/src/ripplegw/benchmarks/timings/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/src/ripplegw/benchmarks/timings/timing.py b/src/ripplegw/benchmarks/timings/timing.py new file mode 100644 index 00000000..47ef8248 --- /dev/null +++ b/src/ripplegw/benchmarks/timings/timing.py @@ -0,0 +1,533 @@ +""" +Command-line interface for timing gravitational waveform generation in ripple. + +This script provides a flexible CLI for benchmarking different waveform approximants +with various configurations including hardware selection, precision, and batch size. +""" + +import argparse +import json +import time +from datetime import datetime +from pathlib import Path + +import jax +import jax.numpy as jnp + +from ripplegw.benchmarks.utils import ( + generate_bbh_parameters, + generate_bns_parameters, + get_device_name, + get_git_hash, +) + + +def setup_jax_config(use_float64, device): + """Configure JAX settings for precision and device.""" + jax.config.update("jax_enable_x64", use_float64) + + if device == "cpu": + jax.config.update("jax_platform_name", "cpu") + + print(f"\n{'=' * 60}") + print("JAX Configuration") + print(f"{'=' * 60}") + print(f"Precision: {'float64' if use_float64 else 'float32'}") + print(f"Requested device: {device}") + print(f"JAX devices: {jax.devices()}") + print(f"Default backend: {jax.default_backend()}") + for d in jax.devices(): + print(f" Device: {d.device_kind}, Platform: {d.platform}") + print(f"{'=' * 60}\n") + + return get_device_name() + + +def time_imrphenomxphm(params, config): + """ + Time IMRPhenomXPHM waveform generation. + # TODO: need to see why the way it is called is different from other waveform models, and whether we want to keep this or not + """ + from ripplegw.waveforms import IMRPhenomXPHM + + # Build frequency array from config + f = jnp.arange( + config["minimum_frequency"], + config["maximum_frequency"], + 1.0 / config["duration"], + ) + + # Stack parameters for lax.map + params_stacked = jnp.stack( + [ + params["mass_1"], + params["mass_2"], + params["spin_1x"], + params["spin_1y"], + params["spin_1z"], + params["spin_2x"], + params["spin_2y"], + params["spin_2z"], + params["luminosity_distance"], + params["theta_jn"], + params["phase"], + ], + axis=1, + ) + + # Create batched version using lax.map + def generate_single(p): + return IMRPhenomXPHM.generate_xphm( + p[0], + p[1], + p[2], + p[3], + p[4], + p[5], + p[6], + p[7], + p[8], + p[9], + p[10], + f, + config["reference_frequency"], + ) + + generate_xphm_batched = lambda xs: jax.lax.map( + generate_single, xs, batch_size=config["batch_size"] + ) + + # Warm-up run (JIT compilation) + print(f"\n{'=' * 60}") + print("Warm-up run (JIT compilation)") + print(f"{'=' * 60}") + start = time.time() + hp, hc = generate_xphm_batched(params_stacked) + hp.block_until_ready() + hc.block_until_ready() + warmup_time = time.time() - start + print(f"Warm-up time (includes JIT): {warmup_time:.3f} s") + + # Timed run + print(f"\n{'=' * 60}") + print("Timed run") + print(f"{'=' * 60}") + start = time.time() + hp, hc = generate_xphm_batched(params_stacked) + hp.block_until_ready() + hc.block_until_ready() + exec_time = time.time() - start + + return warmup_time, exec_time + + +def time_aligned_waveform(waveform_func, params, config): + """Time aligned-spin waveform generation (IMRPhenomXAS, IMRPhenomD).""" + from ripplegw.conversions import ms_to_Mc_eta + + # Prepare frequency array + f = jnp.arange( + config["minimum_frequency"], + config["maximum_frequency"], + 1.0 / config["duration"], + ) + + # Prepare parameter arrays [Mc, eta, chi1, chi2, D, tc, phic, inclination] + n_samples = len(params["mass_1"]) + param_arrays = [] + for i in range(n_samples): + Mc, eta = ms_to_Mc_eta(jnp.array([params["mass_1"][i], params["mass_2"][i]])) + param_array = jnp.array( + [ + Mc, + eta, + params["a_1"][i], # chi1 + params["a_2"][i], # chi2 + params["luminosity_distance"][i], + params["geocent_time"][i], # tc + params["phase"][i], # phic + params["theta_jn"][i], # inclination + ] + ) + param_arrays.append(param_array) + + param_arrays = jnp.stack(param_arrays) + + # Create batched version using lax.map + waveform_batched = lambda xs: jax.lax.map( + lambda p: waveform_func(f, p, config["reference_frequency"]), + xs, + batch_size=config["batch_size"], + ) + + # Warm-up run + print(f"\n{'=' * 60}") + print("Warm-up run (JIT compilation)") + print(f"{'=' * 60}") + start = time.time() + hp, hc = waveform_batched(param_arrays) + hp.block_until_ready() + hc.block_until_ready() + warmup_time = time.time() - start + print(f"Warm-up time (includes JIT): {warmup_time:.3f} s") + + # Timed run + print(f"\n{'=' * 60}") + print("Timed run") + print(f"{'=' * 60}") + start = time.time() + hp, hc = waveform_batched(param_arrays) + hp.block_until_ready() + hc.block_until_ready() + exec_time = time.time() - start + + return warmup_time, exec_time + + +def time_precessing_waveform(waveform_func, params, config): + """Time precessing waveform generation (IMRPhenomPv2).""" + from ripplegw.conversions import ms_to_Mc_eta + + # Prepare frequency array + f = jnp.arange( + config["minimum_frequency"], + config["maximum_frequency"], + 1.0 / config["duration"], + ) + + # Prepare parameter arrays [Mc, eta, s1x, s1y, s1z, s2x, s2y, s2z, D, tc, phiRef, incl] + n_samples = len(params["mass_1"]) + param_arrays = [] + for i in range(n_samples): + Mc, eta = ms_to_Mc_eta(jnp.array([params["mass_1"][i], params["mass_2"][i]])) + param_array = jnp.array( + [ + Mc, + eta, + params["spin_1x"][i], + params["spin_1y"][i], + params["spin_1z"][i], + params["spin_2x"][i], + params["spin_2y"][i], + params["spin_2z"][i], + params["luminosity_distance"][i], + params["geocent_time"][i], # tc + params["phase"][i], # phiRef + params["theta_jn"][i], # inclination + ] + ) + param_arrays.append(param_array) + + param_arrays = jnp.stack(param_arrays) + + # Create batched version using lax.map + waveform_batched = lambda xs: jax.lax.map( + lambda p: waveform_func(f, p, config["reference_frequency"]), + xs, + batch_size=config["batch_size"], + ) + + # Warm-up run + print(f"\n{'=' * 60}") + print("Warm-up run (JIT compilation)") + print(f"{'=' * 60}") + start = time.time() + hp, hc = waveform_batched(param_arrays) + hp.block_until_ready() + hc.block_until_ready() + warmup_time = time.time() - start + print(f"Warm-up time (includes JIT): {warmup_time:.3f} s") + + # Timed run + print(f"\n{'=' * 60}") + print("Timed run") + print(f"{'=' * 60}") + start = time.time() + hp, hc = waveform_batched(param_arrays) + hp.block_until_ready() + hc.block_until_ready() + exec_time = time.time() - start + + return warmup_time, exec_time + + +def time_bns_waveform(waveform_func, params, config): + """Time BNS waveform generation (TaylorF2, IMRPhenomD_NRTidalv2).""" + from ripplegw.conversions import ms_to_Mc_eta, lambdas_to_lambda_tildes + + # Prepare frequency array + f = jnp.arange( + config["minimum_frequency"], + config["maximum_frequency"], + 1.0 / config["duration"], + ) + + # Prepare parameter arrays [Mc, eta, chi1, chi2, lambda_tilde, delta_lambda_tilde, D, tc, phic, inclination] + n_samples = len(params["mass_1"]) + param_arrays = [] + for i in range(n_samples): + Mc, eta = ms_to_Mc_eta(jnp.array([params["mass_1"][i], params["mass_2"][i]])) + lambda_tilde, delta_lambda_tilde = lambdas_to_lambda_tildes( + jnp.array( + [ + params["lambda_1"][i], + params["lambda_2"][i], + params["mass_1"][i], + params["mass_2"][i], + ] + ) + ) + param_array = jnp.array( + [ + Mc, + eta, + params["a_1"][i], # chi1 + params["a_2"][i], # chi2 + lambda_tilde, + delta_lambda_tilde, + params["luminosity_distance"][i], + params["geocent_time"][i], # tc + params["phase"][i], # phic + params["theta_jn"][i], # inclination + ] + ) + param_arrays.append(param_array) + + param_arrays = jnp.stack(param_arrays) + + # Create batched version using lax.map + waveform_batched = lambda xs: jax.lax.map( + lambda p: waveform_func(f, p, config["reference_frequency"]), + xs, + batch_size=config["batch_size"], + ) + + # Warm-up run + print(f"\n{'=' * 60}") + print("Warm-up run (JIT compilation)") + print(f"{'=' * 60}") + start = time.time() + hp, hc = waveform_batched(param_arrays) + hp.block_until_ready() + hc.block_until_ready() + warmup_time = time.time() - start + print(f"Warm-up time (includes JIT): {warmup_time:.3f} s") + + # Timed run + print(f"\n{'=' * 60}") + print("Timed run") + print(f"{'=' * 60}") + start = time.time() + hp, hc = waveform_batched(param_arrays) + hp.block_until_ready() + hc.block_until_ready() + exec_time = time.time() - start + + return warmup_time, exec_time + + +def run_timing(args): + """Main timing function that orchestrates the benchmark.""" + # Setup configuration + config = { + "waveform": args.waveform, + "device": args.device, + "n_waveforms": args.n_waveforms, + "batch_size": args.batch_size, + "precision": args.precision, + "duration": args.duration, + "minimum_frequency": args.f_min, + "maximum_frequency": args.f_max, + "reference_frequency": args.f_ref, + "timestamp": datetime.now().isoformat(), + "git_hash": get_git_hash(), + } + + # Setup JAX and get actual device name + use_float64 = args.precision == "float64" + device_name = setup_jax_config(use_float64, args.device) + config["device_name"] = device_name + + # Print configuration + print(f"{'=' * 60}") + print("Timing Configuration") + print(f"{'=' * 60}") + print(f"Waveform: {args.waveform}") + print(f"Number of waveforms: {args.n_waveforms}") + print(f"Duration: {args.duration} s") + print(f"Frequency range: {args.f_min} - {args.f_max} Hz") + print(f"Reference frequency: {args.f_ref} Hz") + print(f"Git hash: {config['git_hash']}") + print(f"{'=' * 60}\n") + + # Generate parameters based on waveform type + waveform_type = get_waveform_type(args.waveform) + + if waveform_type == "bns": + params = generate_bns_parameters(args.n_waveforms) + else: + params = generate_bbh_parameters(args.n_waveforms) + + print(f"Generated {args.n_waveforms} parameter sets") + print(f"Parameter keys: {list(params.keys())}\n") + + # Run timing based on waveform + if args.waveform == "IMRPhenomXPHM": + print(" Running XPHM timing benchmark...") + warmup_time, exec_time = time_imrphenomxphm(params, config) + + elif args.waveform in ["IMRPhenomXAS", "IMRPhenomD"]: + print(" Running aligned spin waveform timing benchmark...") + from ripplegw.waveforms.IMRPhenomXAS import gen_IMRPhenomXAS_hphc + from ripplegw.waveforms.IMRPhenomD import gen_IMRPhenomD_hphc + + waveform_func = { + "IMRPhenomXAS": gen_IMRPhenomXAS_hphc, + "IMRPhenomD": gen_IMRPhenomD_hphc, + }[args.waveform] + + warmup_time, exec_time = time_aligned_waveform(waveform_func, params, config) + + elif args.waveform == "IMRPhenomPv2": + print( + "Running precessing waveform timing benchmark (note: XPHM is separated)..." + ) + from ripplegw.waveforms.IMRPhenomPv2 import gen_IMRPhenomPv2_hphc + + warmup_time, exec_time = time_precessing_waveform( + gen_IMRPhenomPv2_hphc, params, config + ) + + elif args.waveform in ["TaylorF2", "IMRPhenomD_NRTidalv2"]: + from ripplegw.waveforms.TaylorF2 import gen_TaylorF2_hphc + + # Note: IMRPhenomD_NRTidalv2 not yet implemented in this timing script + warmup_time, exec_time = time_bns_waveform(gen_TaylorF2_hphc, params, config) + + else: + raise ValueError(f"Unknown waveform: {args.waveform}") + + # Print results + print(f"\n{'=' * 60}") + print("Timing Results") + print(f"{'=' * 60}") + print(f"Warm-up time (includes JIT): {warmup_time:.6f} s") + print(f"Execution time for {args.n_waveforms} waveforms: {exec_time:.6f} s") + print(f"Time per waveform: {exec_time / args.n_waveforms * 1000:.3f} ms") + print(f"Waveforms per second: {args.n_waveforms / exec_time:.1f}") + print(f"{'=' * 60}\n") + + # Save results + results = { + **config, + "warmup_time_s": float(warmup_time), + "execution_time_s": float(exec_time), + "time_per_waveform_ms": float(exec_time / args.n_waveforms * 1000), + "waveforms_per_second": float(args.n_waveforms / exec_time), + } + + # Save to JSON + if args.output: + output_path = Path(args.output) + else: + # Create output directory if it doesn't exist + outdir = Path("./outdir") + outdir.mkdir(exist_ok=True) + + # Construct filename: waveform_devicename_floatxx.json + filename = f"{args.waveform}_{device_name}_{args.precision}.json" + output_path = outdir / filename + + with open(output_path, "w") as f: + json.dump(results, f, indent=2) + + print(f"Results saved to: {output_path}") + + +def get_waveform_type(waveform): + """Determine if waveform is BBH or BNS.""" + bns_waveforms = ["TaylorF2", "IMRPhenomD_NRTidalv2"] + return "bns" if waveform in bns_waveforms else "bbh" + + +def main(): + """Parse arguments and run timing benchmark.""" + parser = argparse.ArgumentParser( + description="Time gravitational waveform generation in ripple", + formatter_class=argparse.ArgumentDefaultsHelpFormatter, + ) + + parser.add_argument( + "waveform", + type=str, + choices=[ + "IMRPhenomXPHM", + "IMRPhenomXAS", + "IMRPhenomD", + "IMRPhenomPv2", + "TaylorF2", + "IMRPhenomD_NRTidalv2", + ], + help="Waveform approximant to time", + ) + + parser.add_argument( + "--device", + type=str, + choices=["cpu", "gpu"], + default="gpu", + help="Hardware device to use", + ) + + parser.add_argument( + "--n-waveforms", + type=int, + default=int(2e4), + help="Number of waveforms to generate", + ) + + parser.add_argument( + "--batch-size", + type=int, + default=int(1000), + help="Batch size for jax.lax.map", + ) + + parser.add_argument( + "--precision", + type=str, + choices=["float32", "float64"], + default="float32", + help="Floating point precision to use", + ) + + parser.add_argument( + "--duration", + type=float, + default=4.0, + help="Duration of the waveform in seconds", + ) + + parser.add_argument( + "--f-min", type=float, default=20.0, help="Minimum frequency in Hz" + ) + + parser.add_argument( + "--f-max", type=float, default=2048.0, help="Maximum frequency in Hz" + ) + + parser.add_argument( + "--f-ref", type=float, default=50.0, help="Reference frequency in Hz" + ) + + parser.add_argument( + "--output", type=str, help="Output JSON file path (default: auto-generated)" + ) + + args = parser.parse_args() + + run_timing(args) + + +if __name__ == "__main__": + main() diff --git a/src/ripplegw/benchmarks/utils.py b/src/ripplegw/benchmarks/utils.py new file mode 100644 index 00000000..bd6541f0 --- /dev/null +++ b/src/ripplegw/benchmarks/utils.py @@ -0,0 +1,162 @@ +""" +General benchmarking utilities for ripple. + +This module provides common utilities used across different benchmarking scripts, +including git information retrieval, device detection, and parameter generation. +""" + +import subprocess + +import jax +import jax.numpy as jnp +import numpy as np + + +def get_git_hash(): + """Get the current git commit hash for reproducibility.""" + try: + result = subprocess.run( + ["git", "rev-parse", "HEAD"], capture_output=True, text=True, check=True + ) + return result.stdout.strip() + except subprocess.CalledProcessError: + return "unknown" + + +def get_device_name(): + """Get the actual device name (CPU or GPU model like H100).""" + devices = jax.devices() + if len(devices) == 0: + return "cpu" + + device = devices[0] + if device.platform == "cpu": + return "cpu" + else: + # For GPU, get the device kind (e.g., "NVIDIA H100") + device_kind = device.device_kind + # Try to extract just the GPU model name + if "H100" in device_kind: + return "H100" + elif "A100" in device_kind: + return "A100" + elif "V100" in device_kind: + return "V100" + elif "T4" in device_kind: + return "T4" + else: + # Fallback to the full device kind or just "gpu" + return device_kind if device_kind else "gpu" + + +def generate_bbh_parameters(n_waveforms, seed=42): + """Generate binary black hole parameters using numpy random sampling. + + Returns parameters for BBH systems including both aligned and precessing spins. + """ + rng = np.random.default_rng(seed) + + # Mass parameters (5-100 solar masses) + mass_1 = rng.uniform(10, 100, n_waveforms) + mass_2 = rng.uniform(0.5, 1.0, n_waveforms) * mass_1 # mass_2 < mass_1 + + # Spin magnitudes (0 to 0.99) + a_1 = rng.uniform(0, 0.99, n_waveforms) + a_2 = rng.uniform(0, 0.99, n_waveforms) + + # Precessing spin components - sample randomly then rescale to correct magnitude + # For spin 1 + spin_1x_raw = rng.uniform(-1, 1, n_waveforms) + spin_1y_raw = rng.uniform(-1, 1, n_waveforms) + spin_1z_raw = rng.uniform(-1, 1, n_waveforms) + spin_1_mag = np.sqrt(spin_1x_raw**2 + spin_1y_raw**2 + spin_1z_raw**2) + spin_1x = a_1 * spin_1x_raw / spin_1_mag + spin_1y = a_1 * spin_1y_raw / spin_1_mag + spin_1z = a_1 * spin_1z_raw / spin_1_mag + + # For spin 2 + spin_2x_raw = rng.uniform(-1, 1, n_waveforms) + spin_2y_raw = rng.uniform(-1, 1, n_waveforms) + spin_2z_raw = rng.uniform(-1, 1, n_waveforms) + spin_2_mag = np.sqrt(spin_2x_raw**2 + spin_2y_raw**2 + spin_2z_raw**2) + spin_2x = a_2 * spin_2x_raw / spin_2_mag + spin_2y = a_2 * spin_2y_raw / spin_2_mag + spin_2z = a_2 * spin_2z_raw / spin_2_mag + + # Distance (100-2000 Mpc) + luminosity_distance = rng.uniform(100, 2000, n_waveforms) + + # Angles + theta_jn = rng.uniform(0, np.pi, n_waveforms) # inclination + phase = rng.uniform(0, 2 * np.pi, n_waveforms) + + # Time of coalescence + geocent_time = rng.uniform(0, 1, n_waveforms) + + # Convert to JAX arrays + params = { + "mass_1": jnp.array(mass_1), + "mass_2": jnp.array(mass_2), + "a_1": jnp.array(a_1), + "a_2": jnp.array(a_2), + "spin_1x": jnp.array(spin_1x), + "spin_1y": jnp.array(spin_1y), + "spin_1z": jnp.array(spin_1z), + "spin_2x": jnp.array(spin_2x), + "spin_2y": jnp.array(spin_2y), + "spin_2z": jnp.array(spin_2z), + "luminosity_distance": jnp.array(luminosity_distance), + "theta_jn": jnp.array(theta_jn), + "phase": jnp.array(phase), + "geocent_time": jnp.array(geocent_time), + } + + return params + + +def generate_bns_parameters(n_waveforms, seed=42): + """Generate binary neutron star parameters using numpy random sampling. + + Includes tidal deformability parameters. + + # TODO: Implement precessing spins. For now, this is limited to aligned spins only. + """ + rng = np.random.default_rng(seed) + + # Mass parameters (1-3 solar masses for neutron stars) + mass_1 = rng.uniform(1.2, 3.0, n_waveforms) + mass_2 = rng.uniform(0.5, 1.0, n_waveforms) * mass_1 # mass_2 < mass_1 + + # Aligned spin magnitudes (neutron stars typically have low spins) + a_1 = rng.uniform(-0.4, 0.4, n_waveforms) + a_2 = rng.uniform(-0.4, 0.4, n_waveforms) + + # Tidal deformability parameters (0-5000) + lambda_1 = rng.uniform(0, 5000, n_waveforms) + lambda_2 = rng.uniform(0, 5000, n_waveforms) + + # Distance (100-2000 Mpc) + luminosity_distance = rng.uniform(100, 2000, n_waveforms) + + # Angles + theta_jn = rng.uniform(0, np.pi, n_waveforms) # inclination + phase = rng.uniform(0, 2 * np.pi, n_waveforms) + + # Time of coalescence + geocent_time = rng.uniform(0, 1, n_waveforms) + + # Convert to JAX arrays + params = { + "mass_1": jnp.array(mass_1), + "mass_2": jnp.array(mass_2), + "a_1": jnp.array(a_1), + "a_2": jnp.array(a_2), + "lambda_1": jnp.array(lambda_1), + "lambda_2": jnp.array(lambda_2), + "luminosity_distance": jnp.array(luminosity_distance), + "theta_jn": jnp.array(theta_jn), + "phase": jnp.array(phase), + "geocent_time": jnp.array(geocent_time), + } + + return params diff --git a/src/ripplegw/constants.py b/src/ripplegw/constants.py index 6307f91a..8ce4340f 100644 --- a/src/ripplegw/constants.py +++ b/src/ripplegw/constants.py @@ -1,37 +1,33 @@ """ -Various constants, all in SI units. +Constants used in the code. """ -EulerGamma = 0.577215664901532860606512090082402431 +# Solar mass (LAL_MSUN_SI) +MSUN = 1.988409870698050731911960804878414216e30 # kg -MSUN = 1.988409902147041637325262574352366540e30 # kg -"""Solar mass""" +# Geometrized nominal solar mass (LAL_MRSUN_SI) +MRSUN = 1.476625038050124729627979840144936351e3 # m -MRSUN = 1.476625038050124729627979840144936351e3 -"""Geometrized nominal solar mass, m""" +# Geometrized nominal solar mass time (LAL_MTSUN_SI) +MTSUN = 4.925490947641266978197229498498379006e-6 # s -G = 6.67430e-11 # m^3 / kg / s^2 -"""Newton's gravitational constant""" +# Newton's gravitational constant (LAL_G_SI) +G = 6.6743e-11 # m^3 / kg / s^2 +# Speed of light C = 299792458.0 # m / s -"""Speed of light""" -"""Pi""" +# PI PI = 3.141592653589793238462643383279502884 +# Two PI TWO_PI = 6.283185307179586476925286766559005768 -gt = G * MSUN / (C**3.0) -""" -G MSUN / C^3 in seconds -""" +# Megaparsec +MPC = 3.085677581491367278913937957796471611e22 # m -m_per_Mpc = 3.085677581491367278913937957796471611e22 -""" -Meters per Mpc. -""" +## lal.GAMMA +GAMMA = 0.5772156649015329 -clightGpc = C / 3.0856778570831e22 -""" -Speed of light in vacuum (:math:`c`), in gigaparsecs per second -""" +# Euler's constant (TODO: check if GAMMA should be used instead) +EULERGAMMA = 0.577215664901532860606512090082402431 diff --git a/src/ripplegw/conversions.py b/src/ripplegw/conversions.py new file mode 100644 index 00000000..3b09ca3f --- /dev/null +++ b/src/ripplegw/conversions.py @@ -0,0 +1,175 @@ +""" +Parameter conversion utilities for binary systems. + +Includes conversions between mass parameterisations and tidal parameters. +""" + +import jax.numpy as jnp + +from jaxtyping import Array + + +def Mc_eta_to_ms(m): + r""" + Converts chirp mass and symmetric mass ratio to binary component masses. + + Args: + m: the binary component masses ``(Mchirp, eta)`` + + Returns: + :math:`(m1, m2)`, with the chirp mass in the same units as + the component masses + """ + Mchirp, eta = m + M = Mchirp / (eta ** (3 / 5)) + m2 = (M - jnp.sqrt(M**2 - 4 * M**2 * eta)) / 2 + m1 = M - m2 + return m1, m2 + + +def ms_to_Mc_eta(m): + r""" + Converts binary component masses to chirp mass and symmetric mass ratio. + + Args: + m: the binary component masses ``(m1, m2)`` + + Returns: + :math:`(\mathcal{M}, \eta)`, with the chirp mass in the same units as + the component masses + """ + m1, m2 = m + return (m1 * m2) ** (3 / 5) / (m1 + m2) ** (1 / 5), m1 * m2 / (m1 + m2) ** 2 + + +# --------------------------------------------------------------------------- +# Internal helpers (not part of the public API) +# --------------------------------------------------------------------------- + + +def _compute_lambda_tildes_from_eta(eta: Array, lambda_1: Array, lambda_2: Array): + """Core tidal conversion: individual lambdas → (lambda_tilde, delta_lambda_tilde) given eta.""" + lambda_plus = lambda_1 + lambda_2 + lambda_minus = lambda_1 - lambda_2 + lambda_tilde = ( + 8 + / 13 + * ( + (1 + 7 * eta - 31 * eta**2) * lambda_plus + + (1 - 4 * eta) ** 0.5 * (1 + 9 * eta - 11 * eta**2) * lambda_minus + ) + ) + delta_lambda_tilde = ( + 1 + / 2 + * ( + (1 - 4 * eta) ** 0.5 + * (1 - 13272 / 1319 * eta + 8944 / 1319 * eta**2) + * lambda_plus + + (1 - 15910 / 1319 * eta + 32850 / 1319 * eta**2 + 3380 / 1319 * eta**3) + * lambda_minus + ) + ) + return lambda_tilde, delta_lambda_tilde + + +def _compute_lambdas_from_eta( + eta: Array, lambda_tilde: Array, delta_lambda_tilde: Array +): + """Core tidal conversion: (lambda_tilde, delta_lambda_tilde) → individual lambdas given eta.""" + coefficient_1 = 1 + 7 * eta - 31 * eta**2 + coefficient_2 = (1 - 4 * eta) ** 0.5 * (1 + 9 * eta - 11 * eta**2) + coefficient_3 = (1 - 4 * eta) ** 0.5 * ( + 1 - 13272 / 1319 * eta + 8944 / 1319 * eta**2 + ) + coefficient_4 = ( + 1 - 15910 / 1319 * eta + 32850 / 1319 * eta**2 + 3380 / 1319 * eta**3 + ) + lambda_1 = ( + 13 * lambda_tilde / 8 * (coefficient_3 - coefficient_4) + - 2 * delta_lambda_tilde * (coefficient_1 - coefficient_2) + ) / ( + (coefficient_1 + coefficient_2) * (coefficient_3 - coefficient_4) + - (coefficient_1 - coefficient_2) * (coefficient_3 + coefficient_4) + ) + lambda_2 = ( + 13 * lambda_tilde / 8 * (coefficient_3 + coefficient_4) + - 2 * delta_lambda_tilde * (coefficient_1 + coefficient_2) + ) / ( + (coefficient_1 - coefficient_2) * (coefficient_3 + coefficient_4) + - (coefficient_1 + coefficient_2) * (coefficient_3 - coefficient_4) + ) + return lambda_1, lambda_2 + + +# --------------------------------------------------------------------------- +# Public tidal conversion functions +# --------------------------------------------------------------------------- + + +def lambdas_to_lambda_tildes(params: Array): + """ + Convert from individual tidal parameters to dominant tidal terms. (Code taken from Bilby) + + See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. + + Args: + params: (lambda_1, lambda_2, mass_1, mass_2) + + Returns: + (lambda_tilde, delta_lambda_tilde) + """ + lambda_1, lambda_2, mass_1, mass_2 = params + _, eta = ms_to_Mc_eta(jnp.array([mass_1, mass_2])) + return _compute_lambda_tildes_from_eta(eta, lambda_1, lambda_2) + + +def lambdas_to_lambda_tildes_from_q(params: Array): + """ + Convert from individual tidal parameters to dominant tidal terms using mass ratio. (Code taken from Bilby) + + See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. + + Args: + params: (lambda_1, lambda_2, q) + + Returns: + (lambda_tilde, delta_lambda_tilde) + """ + lambda_1, lambda_2, q = params + eta = q / (1 + q) ** 2 + return _compute_lambda_tildes_from_eta(eta, lambda_1, lambda_2) + + +def lambda_tildes_to_lambdas(params: Array): + """ + Convert from dominant tidal terms to individual tidal parameters. Code taken from bilby. + + See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. + + Args: + params: (lambda_tilde, delta_lambda_tilde, mass_1, mass_2) + + Returns: + (lambda_1, lambda_2) + """ + lambda_tilde, delta_lambda_tilde, mass_1, mass_2 = params + _, eta = ms_to_Mc_eta(jnp.array([mass_1, mass_2])) + return _compute_lambdas_from_eta(eta, lambda_tilde, delta_lambda_tilde) + + +def lambda_tildes_to_lambdas_from_q(params: Array): + """ + Convert from dominant tidal terms to individual tidal parameters using mass ratio. Code taken from bilby. + + See, e.g., Wade et al., https://arxiv.org/pdf/1402.5156.pdf. + + Args: + params: (lambda_tilde, delta_lambda_tilde, q) + + Returns: + (lambda_1, lambda_2) + """ + lambda_tilde, delta_lambda_tilde, q = params + eta = q / (1 + q) ** 2 + return _compute_lambdas_from_eta(eta, lambda_tilde, delta_lambda_tilde) diff --git a/src/ripplegw/noise.py b/src/ripplegw/noise.py deleted file mode 100644 index 3e883fcf..00000000 --- a/src/ripplegw/noise.py +++ /dev/null @@ -1,148 +0,0 @@ -""" -Detector noise power spectral densities. -""" - -import importlib.resources as pkg_resources -from typing import Callable, Tuple - -import jax -import jax.numpy as jnp -import numpy as np - -from . import noise_resources -from .typing import Array - - -f_range_LIGOI = (40.0, 1e4) -r""" -LIGO-I frequency range [Hz]. - -References: - ``_ -""" - - -def Sn_LIGOI(f: Array) -> Array: - r""" - LIGO-I noise PSD. - - References: - ``_ - - Args: - f: frequency - - Returns: - The noise PSD. - """ - fs = 40 # Hz - f_theta = 150 # Hz - x = f / f_theta - normalization = 1e-46 - return jnp.where( - f > fs, - normalization - * 9 - * ((4.49 * x) ** (-56) + 0.16 * x ** (-4.52) + 0.52 + 0.32 * x**2), - jnp.inf, - ) - - -def _load_noise( - name: str, asd: bool = False -) -> Tuple[Callable[[Array], Array], Tuple[float, float]]: - r""" - Loads noise PSD from text data file into an interpolator. The file's - columns must contain the frequencies and corresponding noise power spectral - density or amplitude spectral density values. - - Args: - name: name of data file in ``noise_resources`` without the `.dat` - extension - asd: ``True`` if the file contains ASD (ie, sqrt(PSD)) rather than PSD data - - Returns - Interpolator for noise PSD returning ``inf`` above and below the - frequency range in the data file - """ - path_context = pkg_resources.path(noise_resources, f"{name}.dat") - with path_context as path: - fs, Sns = np.loadtxt(path, unpack=True) - - if asd: - Sns = Sns**2 - - Sns[Sns == 0.0] = np.inf - - fs = jnp.array(fs) - Sns = jnp.array(Sns) - f_range = (fs[0], fs[-1]) - - return ( - jax.jit(lambda f: jnp.interp(f, fs, Sns, left=jnp.inf, right=jnp.inf)), - f_range, - ) - - -Sn_aLIGO, f_range_aLIGO = _load_noise("aLIGO", asd=True) -r"""The advanced LIGO noise PSD and frequency range. - -References: - ``_ -""" - -Sn_ce, f_range_ce = _load_noise("ce", asd=True) -r"""The Cosmic Explorer noise PSD and frequency range. - -References: - ``_ -""" - -Sn_et, f_range_et = _load_noise("et", asd=True) -r"""The Einstein Telescope noise PSD and frequency range. - -References: - ``_ -""" - - -Sn_aLIGOZeroDetHighPower, f_range_aLIGOZeroDetHighPower = _load_noise( - "aLIGOZeroDetHighPower" -) -r"""The aLIGOZeroDetHighPower noise PSD from pycbc and frequency range. - -References: - ??? - -Args: - f: frequency - -Returns: - The noise power spectral density -""" - -Sn_O3a, f_range_O3a = _load_noise("O3a_Livingston_ASD", asd=True) -r"""The LIGO O3a Livingston noise PSD and frequency range. - -References: - ??? - -Args: - f: frequency - -Returns: - The noise power spectral density -""" - -Sn_O2, f_range_O2 = _load_noise("O2_ASD", asd=True) -r"""The LIGO O2 noise PSD and frequency range. - -References: - ``_ - -Args: - f: frequency - -Returns: - The noise power spectral density -""" diff --git a/src/ripplegw/noise_resources/O2_ASD.dat 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a/src/ripplegw/noise_resources/aLIGOZeroDetHighPower.dat b/src/ripplegw/noise_resources/aLIGOZeroDetHighPower.dat deleted file mode 100644 index 2063c3a2..00000000 --- a/src/ripplegw/noise_resources/aLIGOZeroDetHighPower.dat +++ /dev/null @@ -1,202 +0,0 @@ -# aLIGOZeroDetHighPower noise curve from pycbc -# Columns: f [Hz], PSD -1.999999999999999289e+01 4.295614257695998751e-46 -2.047803355839261741e+01 3.883262108739285580e-46 -2.096749292093271677e+01 3.513718228164062869e-46 -2.146865118351100676e+01 3.182498850154123068e-46 -2.198178796946818636e+01 2.880126867743783032e-46 -2.250718958561203920e+01 2.614543966611146638e-46 -2.304514918196342776e+01 2.372114560063095778e-46 -2.359596691532055601e+01 2.155170502585085538e-46 -2.415995011673283699e+01 1.960936421848462479e-46 -2.473741346297734012e+01 1.784082755163435794e-46 -2.532867915213417476e+01 1.625956980185866039e-46 -2.593407708335816153e+01 1.482266568676072662e-46 -2.655394504094748953e+01 1.353904816091892958e-46 -2.718862888281180545e+01 1.239137492461325411e-46 -2.783848273344515789e+01 1.134930128538470590e-46 -2.850386918151116333e+01 1.040470502965065315e-46 -2.918515948215095790e+01 9.561357470835292138e-47 -2.988273376412640303e+01 8.797322030924402362e-47 -3.059698124191464075e+01 8.114996412781482270e-47 -3.132830043287189881e+01 7.496948954201411366e-47 -3.207709937958782831e+01 6.937678170846969859e-47 -3.284379587755474006e+01 6.432012741433469664e-47 -3.362881770827817718e+01 5.980551488576292971e-47 -3.443260287795941821e+01 5.567299806810546355e-47 -3.525559986188298467e+01 5.198482893458040958e-47 -3.609826785464509413e+01 4.865054514491053515e-47 -3.696107702636341230e+01 4.560392545284464964e-47 -3.784450878501023396e+01 4.288399269355341107e-47 -3.874905604501618228e+01 4.042555501459501061e-47 -3.967522350229393879e+01 3.818041551264217365e-47 -4.062352791583514744e+01 3.615329151236163749e-47 -4.159449839603856702e+01 3.432215181051643205e-47 -4.258867669992929450e+01 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5.928576619231173705e-47 -1.737161252496364341e+03 6.166681051683314898e-47 -1.778682321247996470e+03 6.416311211934339037e-47 -1.821195813211809082e+03 6.678064412816786238e-47 -1.864725448967777766e+03 6.952565412690708204e-47 -1.909295516057546138e+03 7.240402094905998063e-47 -1.954930882535748651e+03 7.542252504037334565e-47 -2.001657010845259492e+03 7.858688015342971260e-47 -2.049499972024053477e+03 8.190508879183589559e-47 -2.098486460251664539e+03 8.538482416495913391e-47 -2.148643807743308116e+03 8.903335931910260582e-47 -2.199999999999997272e+03 9.285824434920114223e-47 diff --git a/src/ripplegw/noise_resources/ce.dat b/src/ripplegw/noise_resources/ce.dat deleted file mode 100644 index c623c787..00000000 --- a/src/ripplegw/noise_resources/ce.dat +++ /dev/null @@ -1,3003 +0,0 @@ -# Cosmic Explorer noise curve -# Ref: https://dcc.ligo.org/LIGO-P1600143/public -# f [Hz], sqrt(S_n) [1 / sqrt(Hz)] -5.0000000e+00 1.1679839e-22 -5.0115300e+00 1.1355242e-22 -5.0230867e+00 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index 0f8fd2a9..00000000 --- a/src/ripplegw/noise_resources/et.dat +++ /dev/null @@ -1,3003 +0,0 @@ -# Einstein Telescope D (sum) noise curve -# Ref: http://www.et-gw.eu/index.php/etsensitivities -# f [Hz], sqrt(S_n) [1 / sqrt(Hz)] -1.0000000e+00 3.4959517e-17 -1.0030759e+00 3.5445436e-17 -1.0061612e+00 3.5797734e-17 -1.0092560e+00 3.6140150e-17 -1.0123603e+00 3.6504608e-17 -1.0154742e+00 3.6716429e-17 -1.0185976e+00 3.6871157e-17 -1.0217307e+00 3.6883647e-17 -1.0248734e+00 3.6834732e-17 -1.0280258e+00 3.6800783e-17 -1.0311878e+00 3.6587344e-17 -1.0343596e+00 3.6084997e-17 -1.0375412e+00 3.5636020e-17 -1.0407325e+00 3.5188827e-17 -1.0439336e+00 3.4696020e-17 -1.0471446e+00 3.4371785e-17 -1.0503655e+00 3.3888855e-17 -1.0535963e+00 3.3157318e-17 -1.0568370e+00 3.2470018e-17 -1.0600877e+00 3.1712648e-17 -1.0633483e+00 3.0879570e-17 -1.0666191e+00 3.0202054e-17 -1.0698998e+00 2.9505079e-17 -1.0731907e+00 2.9116973e-17 -1.0764917e+00 3.5732200e-17 -1.0798028e+00 2.7594654e-17 -1.0831241e+00 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5.3207391e-24 -9.8476161e+03 5.3376703e-24 -9.8779060e+03 5.3546633e-24 -9.9082890e+03 5.3717185e-24 -9.9387655e+03 5.3888363e-24 -9.9693357e+03 5.4060171e-24 -1.0000000e+04 5.4232613e-24 diff --git a/src/ripplegw/typing.py b/src/ripplegw/typing.py deleted file mode 100644 index 785a70b7..00000000 --- a/src/ripplegw/typing.py +++ /dev/null @@ -1,11 +0,0 @@ -""" -Typing definitions to be shared across files. -""" - -import jax -import jax.numpy as jnp - - -# TODO: what type should this be? -# PRNGKeyArray = jax.random.PRNGKeyArray # type: ignore -Array = jnp.ndarray diff --git a/src/ripplegw/waveforms/IMRPhenomD.py b/src/ripplegw/waveforms/IMRPhenomD.py index efcf84f7..4e15724a 100644 --- a/src/ripplegw/waveforms/IMRPhenomD.py +++ b/src/ripplegw/waveforms/IMRPhenomD.py @@ -1,5 +1,3 @@ -# from math import pi - import jax import jax.numpy as jnp from .IMRPhenomD_utils import ( @@ -13,9 +11,9 @@ ) from .IMRPhenomD_QNMdata import fM_CUT -from ..constants import EulerGamma, gt, m_per_Mpc, C, PI -from ..typing import Array -from ripplegw import Mc_eta_to_ms +from ..constants import EULERGAMMA, MTSUN, MPC, C, PI +from jaxtyping import Array +from ripplegw.conversions import Mc_eta_to_ms def get_inspiral_phase(fM_s: Array, theta: Array, coeffs: Array) -> Array: @@ -25,8 +23,8 @@ def get_inspiral_phase(fM_s: Array, theta: Array, coeffs: Array) -> Array: # First lets calculate some of the vairables that will be used below # Mass variables m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -91,7 +89,7 @@ def get_inspiral_phase(fM_s: Array, theta: Array, coeffs: Array) -> Array: ( 11583.231236531 / 4.694215680 - 640.0 / 3.0 * PI * PI - - 684.8 / 2.1 * EulerGamma + - 684.8 / 2.1 * EULERGAMMA ) + eta * (-15737.765635 / 3.048192 + 225.5 / 1.2 * PI * PI) + eta * eta * 76.055 / 1.728 @@ -164,8 +162,8 @@ def get_inspiral_phase(fM_s: Array, theta: Array, coeffs: Array) -> Array: def get_IIa_raw_phase(fM_s: Array, theta: Array, coeffs: Array) -> Array: m1, m2, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -176,10 +174,18 @@ def get_IIa_raw_phase(fM_s: Array, theta: Array, coeffs: Array) -> Array: return phi_IIa_raw -def get_IIb_raw_phase(fM_s: Array, theta: Array, coeffs: Array, f_RD, f_damp) -> Array: +def get_IIb_raw_phase( + fM_s: Array, + theta: Array, + coeffs: Array, + f_RD: float, + f_damp: float, + Rholm: float = 1.0, + Taulm: float = 1.0, +) -> Array: m1, m2, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -190,7 +196,9 @@ def get_IIb_raw_phase(fM_s: Array, theta: Array, coeffs: Array, f_RD, f_damp) -> coeffs[14] * fM_s - coeffs[15] * (fM_s**-1.0) + 4.0 * coeffs[16] * (fM_s ** (3.0 / 4.0)) / 3.0 - + coeffs[17] * jnp.arctan((fM_s - coeffs[18] * f_RDM_s) / f_dampM_s) + + coeffs[17] + * Rholm + * jnp.arctan((fM_s - coeffs[18] * f_RDM_s) / (Rholm * f_dampM_s * Taulm)) ) / eta return phi_IIb_raw @@ -207,8 +215,8 @@ def get_inspiral_Amp(fM_s: Array, theta: Array, coeffs: Array) -> Array: # Below is taken from https://git.ligo.org/lscsoft/lalsuite/-/blob/master/lalsimulation/lib/LALSimIMRPhenomD_internals.c # Lines 302 --> 351 m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) eta2 = eta * eta @@ -330,8 +338,8 @@ def get_IIa_Amp( fM_s: Array, theta: Array, coeffs: Array, f1, f3, f_RD, f_damp ) -> Array: m1, m2, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s # Central frequency point @@ -362,8 +370,8 @@ def get_IIa_Amp( def get_IIb_Amp(fM_s: Array, theta: Array, coeffs: Array, f_RD, f_damp) -> Array: m1, m2, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s gamma1 = coeffs[4] gamma2 = coeffs[5] @@ -381,8 +389,14 @@ def get_IIb_Amp(fM_s: Array, theta: Array, coeffs: Array, f_RD, f_damp) -> Array return Amp_IIb -# @jax.jit -def Phase(f: Array, theta: Array, coeffs: Array, transition_freqs: Array) -> Array: +def Phase( + f: Array, + theta: Array, + coeffs: Array, + transition_freqs: Array, + Rholm: float = 1.0, + Taulm: float = 1.0, +) -> Array: """ Computes the phase of the PhenomD waveform following 1508.07253. Sets time and phase of coealence to be zero. @@ -394,8 +408,8 @@ def Phase(f: Array, theta: Array, coeffs: Array, transition_freqs: Array) -> Arr # First lets calculate some of the vairables that will be used below # Mass variables m1, m2, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s # Next we need to calculate the transition frequencies @@ -425,8 +439,8 @@ def Phase(f: Array, theta: Array, coeffs: Array, transition_freqs: Array) -> Arr beta1_correction = dphi_Ins_f1 - dphi_IIa_f1 beta0 = phi_Ins_f1 - beta1_correction * (f1 * M_s) - phi_IIa_f1 - phi_IIa_func = ( - lambda fM_s: get_IIa_raw_phase(fM_s, theta, coeffs) + beta1_correction * fM_s + phi_IIa_func = lambda fM_s: ( + get_IIa_raw_phase(fM_s, theta, coeffs) + beta1_correction * fM_s ) phi_IIa = phi_IIa_func(f * M_s) + beta0 @@ -437,14 +451,14 @@ def Phase(f: Array, theta: Array, coeffs: Array, transition_freqs: Array) -> Arr # ==> a0 = phi_IIa(f2*M_s) - phi_IIb(f2*M_s) - beta1_correction*(f2*M_s) phi_IIa_f2, dphi_IIa_f2 = jax.value_and_grad(phi_IIa_func)(f2 * M_s) phi_IIb_f2, dphi_IIb_f2 = jax.value_and_grad(get_IIb_raw_phase)( - f2 * M_s, theta, coeffs, f_RD, f_damp + f2 * M_s, theta, coeffs, f_RD, f_damp, Rholm, Taulm ) a1_correction = dphi_IIa_f2 - dphi_IIb_f2 a0 = phi_IIa_f2 + beta0 - a1_correction * (f2 * M_s) - phi_IIb_f2 phi_IIb = ( - get_IIb_raw_phase(f * M_s, theta, coeffs, f_RD, f_damp) + get_IIb_raw_phase(f * M_s, theta, coeffs, f_RD, f_damp, Rholm, Taulm) + a0 + a1_correction * (f * M_s) ) @@ -459,26 +473,19 @@ def Phase(f: Array, theta: Array, coeffs: Array, transition_freqs: Array) -> Arr return phase -# @jax.jit -def Amp( - f: Array, theta: Array, coeffs: Array, transition_frequencies: Array, D=1 +def IMRPhenDAmplitude( + f: Array, theta: Array, coeffs: Array, transition_frequencies: Array ) -> Array: """ - Computes the amplitude of the PhenomD frequency domain waveform following 1508.07253. - Note that this waveform also assumes that object one is the more massive. - - Returns: - -------- - Amplitude (array): + Useful function for IMRPhenomHM. Computes the Amp variable of Amp() (defined below) """ # First lets calculate some of the vairables that will be used below # Mass variables m1, m2, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s - eta = m1_s * m2_s / (M_s**2.0) # _, _, f3, f4, f_RD, f_damp = get_transition_frequencies(theta, coeffs[5], coeffs[6]) _, _, f3, f4, f_RD, f_damp = transition_frequencies @@ -494,7 +501,7 @@ def Amp( Amp_IIb = get_IIb_Amp(f * M_s, theta, coeffs, f_RD, f_damp) # And now we can combine them by multiplying by a set of heaviside functions - fcut_above = lambda f: (fM_CUT / M_s) + fcut_above = lambda f: fM_CUT / M_s fcut_below = lambda f: f[jnp.abs(f - (fM_CUT / M_s)).argmin() - 1] fcut_true = jax.lax.cond((fM_CUT / M_s) > f[-1], fcut_above, fcut_below, f) Amp = ( @@ -503,6 +510,62 @@ def Amp( + jnp.heaviside(f - f4, 0.5) * Amp_IIb * jnp.heaviside(fcut_true - f, 0.0) + 0.0 * jnp.heaviside(f - fcut_true, 1.0) ) + return Amp + + +def IMRPhenDAmplitude_NoCut( + f: Array, theta: Array, coeffs: Array, transition_frequencies: Array +) -> Array: + """ + Same as IMRPhenDAmplitude but without the fM_CUT cutoff. + Used by IMRPhenomHM where mapped frequencies can exceed fM_CUT. + """ + m1, m2, _, _ = theta + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN + M_s = m1_s + m2_s + + _, _, f3, f4, f_RD, f_damp = transition_frequencies + + # First we get the inspiral amplitude + Amp_Ins = get_inspiral_Amp(f * M_s, theta, coeffs) + + # Intermediate amplitude (region IIa) + Amp_IIa = get_IIa_Amp(f * M_s, theta, coeffs, f3, f4, f_RD, f_damp) + + # Merger-ringdown amplitude (region IIb) + Amp_IIb = get_IIb_Amp(f * M_s, theta, coeffs, f_RD, f_damp) + + # Combine WITHOUT the fM_CUT cutoff + Amp = ( + Amp_Ins * jnp.heaviside(f3 - f, 0.5) + + jnp.heaviside(f - f3, 0.5) * Amp_IIa * jnp.heaviside(f4 - f, 0.5) + + jnp.heaviside(f - f4, 0.5) * Amp_IIb + ) + return Amp + + +def Amp( + f: Array, theta: Array, coeffs: Array, transition_frequencies: Array, D=1 +) -> Array: + """ + Computes the amplitude of the PhenomD frequency domain waveform following 1508.07253. + Note that this waveform also assumes that object one is the more massive. + + Returns: + -------- + Amplitude (array): + """ + + # First lets calculate some of the vairables that will be used below + # Mass variables + m1, m2, _, _ = theta + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN + M_s = m1_s + m2_s + eta = m1_s * m2_s / (M_s**2.0) + + Amp = IMRPhenDAmplitude(f, theta, coeffs, transition_frequencies) # Prefactor Amp0 = get_Amp0(f * M_s, eta) * ( @@ -510,11 +573,10 @@ def Amp( ) # This second factor is from lalsuite # Need to add in an overall scaling of M_s^2 to make the units correct - dist_s = (D * m_per_Mpc) / C + dist_s = (D * MPC) / C return Amp0 * Amp * (M_s**2.0) / dist_s -# @jax.jit def _gen_IMRPhenomD( f: Array, theta_intrinsic: Array, @@ -522,7 +584,7 @@ def _gen_IMRPhenomD( coeffs: Array, f_ref: float, ): - M_s = (theta_intrinsic[0] + theta_intrinsic[1]) * gt + M_s = (theta_intrinsic[0] + theta_intrinsic[1]) * MTSUN # Shift phase so that peak amplitude matches t = 0 transition_freqs = get_transition_frequencies(theta_intrinsic, coeffs[5], coeffs[6]) @@ -536,7 +598,7 @@ def _gen_IMRPhenomD( Psi -= t0 * ((f * M_s) - Mf_ref) + Psi_ref ext_phase_contrib = 2.0 * PI * f * theta_extrinsic[1] - 2 * theta_extrinsic[2] Psi += ext_phase_contrib - fcut_above = lambda f: (fM_CUT / M_s) + fcut_above = lambda f: fM_CUT / M_s fcut_below = lambda f: f[jnp.abs(f - (fM_CUT / M_s)).argmin() - 1] fcut_true = jax.lax.cond((fM_CUT / M_s) > f[-1], fcut_above, fcut_below, f) # fcut_true = f[jnp.abs(f - (fM_CUT / M_s)).argmin() - 1] @@ -607,3 +669,65 @@ def gen_IMRPhenomD_hphc(f: Array, params: Array, f_ref: float): hc = -1j * h0 * jnp.cos(iota) return hp, hc + + +#################################################################################################### +######################################## HIGHER-ORDER MODES ######################################## +#################################################################################################### + +# def PhiMRDAnsatzInt( +# f: float, +# coeffs: Array, +# fRD_22: float, +# fDM_22: float, +# Rholm: float, +# Taulm: float +# ): +# """ +# See eq. 9 of https://arxiv.org/abs/1708.00404 +# """ +# return ( +# - coeffs[15]/f + +# (4.0/3.0) * (coeffs[16] * (f ** (3.0/4.0))) + +# coeffs[14] * f + +# coeffs[17] * Rholm * jnp.arctan((f - coeffs[18] * fRD_22)/(Rholm * fDM_22 * Taulm)) +# ) + +# def HM_mapped_PhenomD_Phase( +# Mf: float | Array, +# theta: Array, +# coeffs: Array, +# MfInsJoin: float, +# MfMRDJoin: float, +# Rholm: float, +# Taulm: float +# ): +# """ +# This is a weird implementation of IMRPhenDPhase from LALSimIMRPhenomD_internals.c (line 1257) +# using functions from both LAL and ripple. NOTE: this might be a problem +# """ + +# # Inspiral: ripple, get_inspiral_phase +# # Intermediate: ripple, get_IIa_raw_phase +# # MRD: LAL, PhiMRDAnsatzInt + +# m1, m2, chi1, chi2 = theta +# M = m1 + m2 +# eta = m1 * m2 / (M**2.0) + +# return jnp.where( +# Mf < MfInsJoin, +# get_inspiral_phase(Mf, theta, coeffs) * eta, # Inspiral +# jnp.where( +# Mf < MfMRDJoin, +# get_IIa_raw_phase(Mf, theta, coeffs) * eta, +# PhiMRDAnsatzInt( +# Mf, +# coeffs, +# get_fRD(theta)[0], +# get_fDamp(theta)[0], +# Rholm, +# Taulm +# ) +# ) +# ) diff --git a/src/ripplegw/waveforms/IMRPhenomD_NRTidalv2.py b/src/ripplegw/waveforms/IMRPhenomD_NRTidalv2.py index 1f451803..430fe050 100644 --- a/src/ripplegw/waveforms/IMRPhenomD_NRTidalv2.py +++ b/src/ripplegw/waveforms/IMRPhenomD_NRTidalv2.py @@ -4,9 +4,9 @@ import jax import jax.numpy as jnp -from ..constants import gt, m_per_Mpc, PI, TWO_PI, MRSUN -from ..typing import Array -from ripplegw import Mc_eta_to_ms, lambda_tildes_to_lambdas +from ..constants import MTSUN, MPC, PI, TWO_PI, MRSUN +from jaxtyping import Array +from ripplegw.conversions import Mc_eta_to_ms, lambda_tildes_to_lambdas from .IMRPhenom_tidal_utils import get_quadparam_octparam, get_kappa from ripplegw.waveforms.IMRPhenomD import Phase, Amp, get_IIb_raw_phase from .IMRPhenomD_utils import ( @@ -95,7 +95,7 @@ def get_amp0_lal(M: float, distance: float): Returns: float: amp0 from LAL. """ - amp0 = 2.0 * jnp.sqrt(5.0 / (64.0 * PI)) * M * MRSUN * M * gt / distance + amp0 = 2.0 * jnp.sqrt(5.0 / (64.0 * PI)) * M * MRSUN * M * MTSUN / distance return amp0 @@ -118,7 +118,7 @@ def get_tidal_amplitude(x: Array, theta: Array, kappa: float, distance: float = M = m1 + m2 # Convert distance to meters - distance *= m_per_Mpc + distance *= MPC # Pade approximant n1 = 4.157407407407407 @@ -157,8 +157,8 @@ def get_tidal_phase(x: Array, theta: Array, kappa: float) -> Array: # Compute auxiliary quantities m1, m2, _, _, _, _ = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s # eta = m1_s * m2_s / (M_s**2.0) @@ -215,8 +215,8 @@ def get_spin_phase_correction(x: Array, theta: Array) -> Array: # Compute auxiliary quantities m1, m2, chi1, chi2, lambda1, lambda2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -299,8 +299,8 @@ def _get_merger_frequency(theta: Array, kappa: float = None): # Compute auxiliary quantities m1, m2, _, _, _, _ = theta M = m1 + m2 - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN q = m1_s / m2_s if kappa is None: @@ -323,7 +323,7 @@ def _get_merger_frequency(theta: Array, kappa: float = None): Momega_merger = Q_0 * (num / den) # Convert from angular frequency to frequency (divide by 2*pi) and then convert from dimensionless frequency to Hz - fHz_merger = Momega_merger / (M * gt) / (TWO_PI) + fHz_merger = Momega_merger / (M * MTSUN) / (TWO_PI) return fHz_merger @@ -353,8 +353,8 @@ def _gen_IMRPhenomD_NRTidalv2( # Compute x: see NRTidalv2 paper for definition m1, m2, _, _, _, _ = theta_intrinsic - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s x = (PI * M_s * f) ** (2.0 / 3.0) @@ -425,7 +425,7 @@ def gen_IMRPhenomD_NRTidalv2( # Generate the BBH part: bbh_theta_intrinsic = jnp.array([m1, m2, chi1, chi2]) coeffs = get_coeffs(bbh_theta_intrinsic) - M_s = (bbh_theta_intrinsic[0] + bbh_theta_intrinsic[1]) * gt + M_s = (bbh_theta_intrinsic[0] + bbh_theta_intrinsic[1]) * MTSUN # Shift phase so that peak amplitude matches t = 0 transition_freqs = get_transition_frequencies( @@ -443,7 +443,7 @@ def gen_IMRPhenomD_NRTidalv2( Psi -= t0 * ((f * M_s) - Mf_ref) + Psi_ref ext_phase_contrib = 2.0 * PI * f * theta_extrinsic[1] - 2 * theta_extrinsic[2] Psi += ext_phase_contrib - fcut_above = lambda f: (fM_CUT / M_s) + fcut_above = lambda f: fM_CUT / M_s fcut_below = lambda f: f[jnp.abs(f - (fM_CUT / M_s)).argmin() - 1] fcut_true = jax.lax.cond((fM_CUT / M_s) > f[-1], fcut_above, fcut_below, f) Psi = Psi * jnp.heaviside(fcut_true - f, 0.0) + 2.0 * PI * jnp.heaviside( diff --git a/src/ripplegw/waveforms/IMRPhenomD_QNMdata.py b/src/ripplegw/waveforms/IMRPhenomD_QNMdata.py index 2b06b0eb..bbde5d4a 100644 --- a/src/ripplegw/waveforms/IMRPhenomD_QNMdata.py +++ b/src/ripplegw/waveforms/IMRPhenomD_QNMdata.py @@ -1,4 +1,5 @@ import jax.numpy as jnp +from scipy.interpolate import CubicSpline fM_CUT = 0.2 @@ -3027,9 +3028,6 @@ ] ) - -from scipy.interpolate import CubicSpline - QNMData_a = jnp.linspace(-1, 1, 500_000) QNMData_fRD = CubicSpline(_QNMData_a, _QNMData_fRD)(QNMData_a) QNMData_fdamp = CubicSpline(_QNMData_a, _QNMData_fdamp)(QNMData_a) diff --git a/src/ripplegw/waveforms/IMRPhenomD_utils.py b/src/ripplegw/waveforms/IMRPhenomD_utils.py index 61a7ab2e..2ad9a0b4 100644 --- a/src/ripplegw/waveforms/IMRPhenomD_utils.py +++ b/src/ripplegw/waveforms/IMRPhenomD_utils.py @@ -3,8 +3,8 @@ import jax.numpy as jnp import jax -from ..constants import gt -from ..typing import Array +from ..constants import MTSUN +from jaxtyping import Array from .IMRPhenomD_QNMdata import QNMData_a, QNMData_fRD, QNMData_fdamp @@ -69,8 +69,8 @@ def FinalSpin0815_s(eta, S): def get_fRD_fdamp(m1, m2, chi1, chi2): - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta_s = m1_s * m2_s / (M_s**2.0) S = (chi1 * m1_s**2 + chi2 * m2_s**2) / (M_s**2.0) @@ -110,11 +110,47 @@ def get_transition_frequencies( f_RD, f_damp = get_fRD_fdamp(m1, m2, chi1, chi2) # Phase transition frequencies - f1 = 0.018 / (M * gt) + f1 = 0.018 / (M * MTSUN) f2 = 0.5 * f_RD # Amplitude transition frequencies - f3 = 0.014 / (M * gt) + f3 = 0.014 / (M * MTSUN) + f4_gammaneg_gtr_1 = lambda f_RD_, f_damp_, gamma3_, gamma2_: jnp.abs( + f_RD_ + (-f_damp_ * gamma3_) / gamma2_ + ) + f4_gammaneg_less_1 = lambda f_RD_, f_damp_, gamma3_, gamma2_: jnp.abs( + f_RD_ + (f_damp_ * (-1 + jnp.sqrt(1 - (gamma2_) ** 2.0)) * gamma3_) / gamma2_ + ) + f4 = jax.lax.cond( + gamma2 >= 1, + f4_gammaneg_gtr_1, + f4_gammaneg_less_1, + f_RD, + f_damp, + gamma3, + gamma2, + ) + return f1, f2, f3, f4, f_RD, f_damp + + +def get_transition_frequencies_from_fRD_fdamp( + theta: Array, gamma2: float, gamma3: float, f_RD: float, f_damp: float +) -> Tuple[float, float, float, float, float, float]: + """ + Compute transition frequencies using externally provided fRD and fdamp. + + This is used by IMRPhenomHM where fRD/fdamp are computed using PhenomPv2 + final spin (with chip) rather than FinalSpin0815 (aligned spin only). + """ + m1, m2, chi1, chi2 = theta + M = m1 + m2 + + # Phase transition frequencies + f1 = 0.018 / (M * MTSUN) + f2 = 0.5 * f_RD + + # Amplitude transition frequencies + f3 = 0.014 / (M * MTSUN) f4_gammaneg_gtr_1 = lambda f_RD_, f_damp_, gamma3_, gamma2_: jnp.abs( f_RD_ + (-f_damp_ * gamma3_) / gamma2_ ) @@ -133,13 +169,12 @@ def get_transition_frequencies( return f1, f2, f3, f4, f_RD, f_damp -@jax.jit def get_coeffs(theta: Array) -> Array: # Retrives the coefficients needed to produce the waveform m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) diff --git a/src/ripplegw/waveforms/IMRPhenomPv2.py b/src/ripplegw/waveforms/IMRPhenomPv2.py index d103328f..bd57e537 100644 --- a/src/ripplegw/waveforms/IMRPhenomPv2.py +++ b/src/ripplegw/waveforms/IMRPhenomPv2.py @@ -1,16 +1,20 @@ import jax import jax.numpy as jnp -from ripplegw import Mc_eta_to_ms +from ripplegw.conversions import Mc_eta_to_ms -from ..constants import gt, MSUN -import numpy as np +from ..constants import MTSUN from .IMRPhenomD import Phase as PhDPhase from .IMRPhenomD import Amp as PhDAmp from .IMRPhenomD_utils import get_coeffs -from ..typing import Array -from .IMRPhenomPv2_utils import * -from .IMRPhenomD_utils import * +from jaxtyping import Array +from .IMRPhenomPv2_utils import ( + WignerdCoefficients, + convert_spins, + ComputeNNLOanglecoeffs, + SpinWeightedY, + phP_get_transition_frequencies, +) def PhenomPCoreTwistUp( @@ -32,7 +36,7 @@ def PhenomPCoreTwistUp( assert Y2m is not None # here it is used to be LAL_MTSUN_SI - f = fHz * gt * M # Frequency in geometric units + f = fHz * MTSUN * M # Frequency in geometric units q = (1.0 + jnp.sqrt(1.0 - 4.0 * eta) - 2.0 * eta) / (2.0 * eta) m1 = 1.0 / (1.0 + q) # Mass of the smaller BH for unit total mass M=1. m2 = q / (1.0 + q) # Mass of the larger BH for unit total mass M=1. @@ -175,7 +179,7 @@ def gen_IMRPhenomPv2( chi_eff = (m1 * chi1_l + m2 * chi2_l) / M chil = (1.0 + q) / q * chi_eff eta = m1 * m2 / (M * M) - m_sec = M * gt + m_sec = M * MTSUN piM = jnp.pi * m_sec omega_ref = piM * f_ref @@ -243,7 +247,7 @@ def gen_IMRPhenomPv2( # ) t0 = jax.grad(phi_IIb)(f_RD) / (2 * jnp.pi) phase_corr = jnp.cos(2 * jnp.pi * fs * (t0)) - 1j * jnp.sin(2 * jnp.pi * fs * (t0)) - M_s = (m1 + m2) * gt + M_s = (m1 + m2) * MTSUN phase_corr_tc = jnp.exp(-1j * fs * M_s * tc) hp *= phase_corr * phase_corr_tc hc *= phase_corr * phase_corr_tc diff --git a/src/ripplegw/waveforms/IMRPhenomPv2_utils.py b/src/ripplegw/waveforms/IMRPhenomPv2_utils.py index 42aac9ae..576a022f 100644 --- a/src/ripplegw/waveforms/IMRPhenomPv2_utils.py +++ b/src/ripplegw/waveforms/IMRPhenomPv2_utils.py @@ -1,21 +1,18 @@ import jax import jax.numpy as jnp -from ripplegw import Mc_eta_to_ms from typing import Tuple -from ..constants import gt, MSUN +from ..constants import MTSUN import numpy as np -from .IMRPhenomD import Phase as PhDPhase -from .IMRPhenomD import Amp as PhDAmp from .IMRPhenomD_utils import ( - get_coeffs, - get_transition_frequencies, EradRational0815, FinalSpin0815_s, ) -from ..typing import Array +from jaxtyping import Array from .IMRPhenomD_QNMdata import QNMData_a, QNMData_fRD, QNMData_fdamp +MAX_TOL_ATAN = 1.0e-15 + # helper functions for LALtoPhenomP: def ROTATEZ(angle, x, y, z): @@ -81,7 +78,7 @@ def convert_spins( den = A2 * m2_2 # warning: this assumes m2 > m1 chip = num / den - m_sec = M * gt + m_sec = M * MTSUN piM = jnp.pi * m_sec v_ref = (piM * f_ref) ** (1 / 3) L0 = M * M * L2PNR(v_ref, eta) @@ -92,7 +89,12 @@ def convert_spins( thetaJ_sf = jnp.arccos(J0z_sf / J0) - phiJ_sf = jnp.arctan2(J0y_sf, J0x_sf) + no_inplane_J0 = (jnp.abs(J0x_sf) < MAX_TOL_ATAN) & (jnp.abs(J0y_sf) < MAX_TOL_ATAN) + phiJ_sf = jnp.where( + no_inplane_J0, + jnp.pi / 2.0 - phiRef, # This is the aligned-spin case + jnp.arctan2(J0y_sf, J0x_sf), + ) phi_aligned = -phiJ_sf @@ -117,7 +119,12 @@ def convert_spins( tmp_x, tmp_y, tmp_z = ROTATEY(-thetaJ_sf, tmp_x, tmp_y, tmp_z) tmp_x, tmp_y, tmp_z = ROTATEZ(kappa, tmp_x, tmp_y, tmp_z) - alpha0 = jnp.arctan2(tmp_y, tmp_x) + no_inplane_LN = (jnp.abs(tmp_x) < MAX_TOL_ATAN) & (jnp.abs(tmp_y) < MAX_TOL_ATAN) + alpha0 = jnp.where( + no_inplane_LN, + jnp.pi, # This is the aligned-spin case + jnp.arctan2(tmp_y, tmp_x), + ) # Finally we determine thetaJ, by rotating N tmp_x, tmp_y, tmp_z = Nx_sf, Ny_sf, Nz_sf @@ -165,7 +172,7 @@ def convert_spins( return chi1_l, chi2_l, chip, thetaJN, alpha0, phi_aligned, zeta_polariz -def SpinWeightedY(theta, phi, s, l, m): +def SpinWeightedY(theta, phi, s, l, m): # noqa: E741 "copied from SphericalHarmonics.c in LAL" if s == -2: if l == 2: @@ -363,8 +370,8 @@ def FinalSpin_inplane(m1, m2, chi1_l, chi2_l, chip): def phP_get_fRD_fdamp(m1, m2, chi1_l, chi2_l, chip): # m1 > m2 should hold here finspin = FinalSpin_inplane(m1, m2, chi1_l, chi2_l, chip) - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta_s = m1_s * m2_s / (M_s**2.0) Erad = EradRational0815(eta_s, chi1_l, chi2_l) @@ -387,11 +394,11 @@ def phP_get_transition_frequencies( f_RD, f_damp = phP_get_fRD_fdamp(m1, m2, chi1, chi2, chip) # Phase transition frequencies - f1 = 0.018 / (M * gt) + f1 = 0.018 / (M * MTSUN) f2 = 0.5 * f_RD # Amplitude transition frequencies - f3 = 0.014 / (M * gt) + f3 = 0.014 / (M * MTSUN) f4_gammaneg_gtr_1 = lambda f_RD_, f_damp_, gamma3_, gamma2_: jnp.abs( f_RD_ + (-f_damp_ * gamma3_) / gamma2_ ) diff --git a/src/ripplegw/waveforms/IMRPhenomXAS.py b/src/ripplegw/waveforms/IMRPhenomXAS.py index b9b8c959..5de46f2e 100644 --- a/src/ripplegw/waveforms/IMRPhenomXAS.py +++ b/src/ripplegw/waveforms/IMRPhenomXAS.py @@ -1,11 +1,11 @@ # from math import PI import jax import jax.numpy as jnp -from ..constants import EulerGamma, gt, m_per_Mpc, C, PI +from ..constants import EULERGAMMA, MTSUN, MPC, C, PI from ripplegw.waveforms import IMRPhenomX_utils -from ..typing import Array +from jaxtyping import Array -from ripplegw import Mc_eta_to_ms +from ripplegw.conversions import Mc_eta_to_ms eqspin_indx = 10 uneqspin_indx = 39 @@ -19,8 +19,8 @@ def get_inspiral_phase(fM_s: Array, theta: Array, phase_coeffs: Array) -> Array: Calculate the inspiral phase for the IMRPhenomD waveform. """ m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) eta2 = eta * eta @@ -68,9 +68,7 @@ def get_inspiral_phase(fM_s: Array, theta: Array, phase_coeffs: Array) -> Array: ) ) / 16.0 - ) * PI ** ( - 4.0 / 3.0 - ) + ) * PI ** (4.0 / 3.0) phi5 = 0.0 phi5L = ((5.0 * (46374.0 - 6552.0 * eta) * PI) / 4536.0) * PI ** (5.0 / 3.0) + ( ( @@ -86,7 +84,7 @@ def get_inspiral_phase(fM_s: Array, theta: Array, phase_coeffs: Array) -> Array: 11583231236531.0 / 4.69421568e9 - (5.0 * eta * (3147553127.0 + 588.0 * eta * (-45633.0 + 102260.0 * eta))) / 3.048192e6 - - (6848.0 * EulerGamma) / 21.0 + - (6848.0 * EULERGAMMA) / 21.0 - (640.0 * PI**2.0) / 3.0 + (2255.0 * eta * PI**2.0) / 12.0 - (13696.0 * jnp.log(2.0)) / 21.0 @@ -338,8 +336,8 @@ def get_intermediate_raw_phase( fM_s: Array, theta: Array, phase_coeffs: Array, dPhaseIN, dPhaseRD, cL ) -> Array: m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) delta = jnp.sqrt(1.0 - 4.0 * eta) @@ -542,7 +540,7 @@ def get_intermediate_raw_phase( - b2 * (fM_s**-1.0) - b3 * (fM_s**-2.0) / 2.0 - (b4 * (fM_s**-3.0) / 3.0) - + (2.0 * cL * jnp.arctan(((fM_s - fMs_RD)) / (2.0 * fMs_damp))) / fMs_damp + + (2.0 * cL * jnp.arctan((fM_s - fMs_RD) / (2.0 * fMs_damp))) / fMs_damp ) @@ -550,15 +548,15 @@ def get_mergerringdown_raw_phase( fM_s: Array, theta: Array, phase_coeffs: Array ) -> Array: m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) delta = jnp.sqrt(1.0 - 4.0 * eta) mm1 = 0.5 * (1.0 + delta) mm2 = 0.5 * (1.0 - delta) - chi_eff = mm1 * chi1 + mm2 * chi2 - S = (chi_eff - (38.0 / 113.0) * eta * (chi1 + chi2)) / (1.0 - (76.0 * eta / 113.0)) + # chi_eff = mm1 * chi1 + mm2 * chi2 + # S = (chi_eff - (38.0 / 113.0) * eta * (chi1 + chi2)) / (1.0 - (76.0 * eta / 113.0)) chia = chi1 - chi2 StotR = (mm1**2 * chi1 + mm2**2 * chi2) / (mm1**2 + mm2**2) @@ -719,7 +717,6 @@ def get_mergerringdown_raw_phase( return phiRD, (cL, CV_phase_RD0) -# @jax.jit def Phase(f: Array, theta: Array, phase_coeffs: Array) -> Array: """ Computes the phase of the PhenomD waveform following 1508.07253. @@ -730,8 +727,8 @@ def Phase(f: Array, theta: Array, phase_coeffs: Array) -> Array: phase (array): Phase of the GW as a function of frequency """ m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -768,8 +765,8 @@ def Phase(f: Array, theta: Array, phase_coeffs: Array) -> Array: alpha1 = dphi_Ins_match_f1 - dphi_Int_match_f1 alpha0 = phi_Ins_match_f1 - phi_Int_match_f1 - alpha1 * f1_Ms - phi_Int_func = ( - lambda fM_s_: get_intermediate_raw_phase( + phi_Int_func = lambda fM_s_: ( + get_intermediate_raw_phase( fM_s_, theta, phase_coeffs, dphi_Ins_match_f1, CV_phase_RD0, cL ) + alpha1 * fM_s_ @@ -806,8 +803,8 @@ def get_Amp0(fM_s: Array, eta: float) -> Array: def get_inspiral_Amp(fM_s: Array, theta: Array, amp_coeffs: Array) -> Array: m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) eta2 = eta * eta @@ -1013,11 +1010,11 @@ def get_intermediate_Amp( fM_s: Array, theta: Array, amp_coeffs: Array, fMs_AmpRDMin ) -> Array: m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) - eta2 = eta * eta + # eta2 = eta * eta delta = jnp.sqrt(1.0 - 4.0 * eta) mm1 = 0.5 * (1.0 + delta) @@ -1208,8 +1205,8 @@ def get_mergerringdown_Amp( amp_coeffs: Array, ) -> Array: m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) delta = jnp.sqrt(1.0 - 4.0 * eta) @@ -1283,14 +1280,14 @@ def get_mergerringdown_Amp( def Amp(f: Array, theta: Array, amp_coeffs: Array, D=1.0) -> Array: m1, m2, chi1, chi2 = theta - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) fM_s = f * M_s _, _, fMs_MECO, fMs_ISCO = IMRPhenomX_utils.get_cutoff_fMs(m1, m2, chi1, chi2) - amp0 = 2.0 * jnp.sqrt(5.0 / (64.0 * PI)) * M_s**2 / ((D * m_per_Mpc) / C) + amp0 = 2.0 * jnp.sqrt(5.0 / (64.0 * PI)) * M_s**2 / ((D * MPC) / C) ampNorm = jnp.sqrt(2.0 * eta / 3.0) * (PI ** (-1.0 / 6.0)) fMs_AmpInsMax = fMs_MECO + 0.25 * (fMs_ISCO - fMs_MECO) @@ -1316,7 +1313,6 @@ def Amp(f: Array, theta: Array, amp_coeffs: Array, D=1.0) -> Array: return Overallamp * Amp * (fM_s ** (-7.0 / 6.0)) -# @jax.jit def _gen_IMRPhenomXAS( f: Array, theta_intrinsic: Array, @@ -1326,8 +1322,8 @@ def _gen_IMRPhenomXAS( f_ref: float, ): m1, m2, chi1, chi2 = theta_intrinsic - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -1351,12 +1347,13 @@ def _gen_IMRPhenomXAS( jax.grad(Phase)((fMs_RD - fMs_damp) / M_s, theta_intrinsic, phase_coeffs) / M_s ) linb = linb - dphi22Ref - 2.0 * PI * (500.0 + psi4tostrain) + # The addition π shift comes from Y22 phifRef = ( -(Phase(f_ref, theta_intrinsic, phase_coeffs) + linb * (f_ref * M_s) + lina) + PI / 4.0 + PI ) - ext_phase_contrib = 2.0 * PI * f * theta_extrinsic[1] - theta_extrinsic[2] + ext_phase_contrib = 2.0 * PI * f * theta_extrinsic[1] + 2 * theta_extrinsic[2] Psi = Psi + (linb * fM_s) + lina + phifRef - 2 * PI + ext_phase_contrib A = Amp(f, theta_intrinsic, amp_coeffs, D=theta_extrinsic[0]) diff --git a/src/ripplegw/waveforms/IMRPhenomXAS_NRTidalv3.py b/src/ripplegw/waveforms/IMRPhenomXAS_NRTidalv3.py new file mode 100644 index 00000000..0e327703 --- /dev/null +++ b/src/ripplegw/waveforms/IMRPhenomXAS_NRTidalv3.py @@ -0,0 +1,283 @@ +"""by Robin Chan""" + +import jax +import jax.numpy as jnp +from ..constants import MTSUN, PI +from jaxtyping import Array +from ripplegw.conversions import Mc_eta_to_ms, lambda_tildes_to_lambdas +from .IMRPhenom_tidal_utils import get_kappa +from .IMRPhenomD_NRTidalv2 import ( + get_spin_phase_correction, + get_planck_taper, + get_tidal_amplitude, +) # Same between v2 and v3 +from .NRTidalv3_utils import ( + _get_merger_frequency, + get_tidal_phase, + get_NRTidalv3_coefficients, + get_tidalphasePN_coeffs, + get_tidal_phase_PN, + general_planck_taper, + fullTidalPhaseCorrection, + changePhase_if_min, +) +from ripplegw.waveforms import IMRPhenomX_utils +from .IMRPhenomXAS import Amp, Phase + + +def _gen_IMRPhenomXAS_NRTidalv3( + f: Array, + f_ref: float, + theta_intrinsic: Array, + theta_extrinsic: Array, + bbh_amp: Array, + bbh_psi: Array, + no_taper: bool = False, +): + """ + Master internal function to get the GW strain for given parameters. + + The function takes a BBH strain, computed from an underlying BBH approximant, + e.g. IMRPhenomD, and applies the tidal corrections to it afterwards. + + Parameters + ---------- + f : Array + Frequencies in Hz. + f_ref : float + Reference frequency for the waveform. + theta_intrinsic : Array + Intrinsic parameters of the system: [m1, m2, chi1, chi2, lambda1, lambda2]. + theta_extrinsic : Array + Extrinsic parameters of the system: [d_L, tc, phi_c]. + bbh_amp : Array + The BBH amplitude of the underlying model (before applying tidal corrections). + bbh_psi : Array + The BBH phase of the underlying model (before applying tidal corrections). + no_taper : bool, optional + Whether to disable tapering. Default is False. + + Returns + ------- + h0 : Array + Final complex-valued strain of GW. + """ + + m1, m2, _, _, lambda1, lambda2 = theta_intrinsic + M_s = (m1 + m2) * MTSUN + Xa = m1 / (m1 + m2) + x = PI * f * M_s + x_23 = x ** (2.0 / 3.0) + f_Ms = f * M_s + + # Compute kappa + kappa = get_kappa(theta=theta_intrinsic) + + # Compute amplitudes + A_T = get_tidal_amplitude(x_23, theta_intrinsic, kappa, distance=theta_extrinsic[0]) + f_merger = _get_merger_frequency(theta_intrinsic) + + # Tidal phase offset # + f_final = f[-1] + f_final = jax.lax.select(f_merger < f_final, f_merger, f_final) + + if no_taper: + P_P = jnp.ones_like(f) + P_P_fref = 1.0 + dphiT = jax.grad(fullTidalPhaseCorrection)(f_final * M_s, theta_intrinsic, 1.0) + A_P = jnp.ones_like(f) + else: + P_P = general_planck_taper(f, 1.15 * f_merger, 1.35 * f_merger) + P_P_fref = general_planck_taper( + f_ref * M_s, 1.15 * f_merger * M_s, 1.35 * f_merger * M_s + ) + dphiT = jax.grad( + lambda fMs: fullTidalPhaseCorrection( + fMs, + theta_intrinsic, + general_planck_taper(fMs, 1.15 * f_merger * M_s, 1.35 * f_merger * M_s), + ) + )(f_final * M_s) + A_P = get_planck_taper(f, f_merger) + + bbh_phase_coeffs = IMRPhenomX_utils.PhenomX_phase_coeff_table + + # Note: the π shift from Y22 has been moved to the calculation of h0 + phifRef = ( # This is part of the BBH phase alignment + Phase(f_ref, theta_intrinsic[:4], bbh_phase_coeffs) - PI / 4.0 + ) + phiTfRef = fullTidalPhaseCorrection( # This is part of the tidal correction to the phase alignment + f_ref * M_s, theta_intrinsic, P_P_fref + ) + + dphiXAS = jax.grad(Phase)(f_final, theta_intrinsic[:4], bbh_phase_coeffs) / M_s + dphi_merger = -(dphiXAS - dphiT) # linb from LAL + + ext_phase_contrib = 2.0 * PI * f * theta_extrinsic[1] + 2 * theta_extrinsic[2] + + phase_shift = ( + -(phifRef - phiTfRef + dphi_merger * (f_ref * M_s)) + + dphi_merger * f_Ms + + ext_phase_contrib + ) + + # Get tidal phase and spin corrections for BNS + PN_coeffs = get_tidalphasePN_coeffs(theta_intrinsic) + NRTidalv3_coeffs = get_NRTidalv3_coefficients(theta_intrinsic, PN_coeffs) + NRTidalv3_phase = get_tidal_phase(x, NRTidalv3_coeffs, PN_coeffs) + + # Check for local minimum + fHzmrgcheck = 0.9 * f_merger + increasing = jnp.concatenate( + [jnp.array([False]), NRTidalv3_phase[1:] >= NRTidalv3_phase[:-1]] + ) + valid = (f >= fHzmrgcheck) & increasing + + # If local minimum found: set NRTidalv3 phase to this value afterwards + # See discussion in Sec. IV G of arXiv:2311.07456 + x_lax = (f, NRTidalv3_phase, valid) + NRTidalv3_phase = jax.lax.cond( + jnp.any(valid), lambda arr: changePhase_if_min(*arr), lambda arr: arr[1], x_lax + ) + + psi_T = ( + NRTidalv3_phase * (1 - P_P) + + get_tidal_phase_PN(x, Xa, lambda1, lambda2, PN_coeffs) * P_P + ) + psi_SS = get_spin_phase_correction(x_23, theta_intrinsic) + + # Reconstruct waveform with NRTidal terms included: h(f) = [A(f) + A_tidal(f)] * Exp{I [phi(f) - phi_tidal(f)]} * window(f) + h0 = ( + A_P + * (bbh_amp + A_T) + * jnp.exp(1.0j * ((bbh_psi + phase_shift + PI) - (psi_T + psi_SS))) + ) # The additional π shift comes from Y22 + + return h0 + + +def gen_IMRPhenomXAS_NRTidalv3( + f: Array, + params: Array, + f_ref: float, + use_lambda_tildes: bool = True, + no_taper: bool = False, +) -> Array: + """ + Generate NRTidalv3 frequency domain waveform following 2311.07456. + + Parameters + ---------- + f : Array + Frequencies in Hz. + params : Array + Array containing both intrinsic and extrinsic variables + theta = [Mchirp, eta, chi1, chi2, lambda1, lambda2, D, tc, phic]: + + - Mchirp: Chirp mass of the system [solar masses] + - eta: Symmetric mass ratio [between 0.0 and 0.25] + - chi1: Dimensionless aligned spin of the primary object [between -1 and 1] + - chi2: Dimensionless aligned spin of the secondary object [between -1 and 1] + - lambda1: Dimensionless tidal deformability of primary object + - lambda2: Dimensionless tidal deformability of secondary object + - D: Luminosity distance to source [Mpc] + - tc: Time of coalescence. This only appears as an overall linear in f + contribution to the phase + - phic: Phase of coalescence + f_ref : float + Reference frequency for the waveform. + use_lambda_tildes : bool, optional + Use lambda tilde and delta lambda instead of lambda1 and lambda2. Default is True. + no_taper : bool, optional + Whether to disable tapering. Default is False. + + Returns + ------- + h0 : Array + Strain. + """ + + # Get component masses + m1, m2 = Mc_eta_to_ms(jnp.array([params[0], params[1]])) + if use_lambda_tildes: + lambda1, lambda2 = lambda_tildes_to_lambdas( + jnp.array([params[4], params[5], m1, m2]) + ) + else: + lambda1, lambda2 = params[4], params[5] + chi1, chi2 = params[2], params[3] + + theta_intrinsic = jnp.array([m1, m2, chi1, chi2, lambda1, lambda2]) + theta_extrinsic = params[6:] + phase_coeffs = IMRPhenomX_utils.PhenomX_phase_coeff_table + amp_coeffs = IMRPhenomX_utils.PhenomX_amp_coeff_table + + # Generate the BBH part: + bbh_theta_intrinsic = jnp.array([m1, m2, chi1, chi2]) + Psi = Phase(f, bbh_theta_intrinsic, phase_coeffs) + A = Amp(f, bbh_theta_intrinsic, amp_coeffs, D=theta_extrinsic[0]) + + bbh_amp = A + bbh_psi = Psi + + # Use BBH waveform and add tidal corrections + return _gen_IMRPhenomXAS_NRTidalv3( + f, f_ref, theta_intrinsic, theta_extrinsic, bbh_amp, bbh_psi, no_taper=no_taper + ) + + +def gen_IMRPhenomXAS_NRTidalv3_hphc( + f: Array, + params: Array, + f_ref: float, + use_lambda_tildes: bool = True, + no_taper: bool = False, +): + """ + Generate NRTidalv3 frequency domain waveform with plus and cross polarizations. + + IMRPhenom denotes the name of the underlying BBH approximant used, before + applying tidal corrections. + + Parameters + ---------- + f : Array + Frequencies in Hz. + params : Array + Array containing both intrinsic and extrinsic variables + theta = [Mchirp, eta, chi1, chi2, lambda1, lambda2, D, tc, phic, inclination]: + + - Mchirp: Chirp mass of the system [solar masses] + - eta: Symmetric mass ratio [between 0.0 and 0.25] + - chi1: Dimensionless aligned spin of the primary object [between -1 and 1] + - chi2: Dimensionless aligned spin of the secondary object [between -1 and 1] + - lambda1: Dimensionless tidal deformability of primary object + - lambda2: Dimensionless tidal deformability of secondary object + - D: Luminosity distance to source [Mpc] + - tc: Time of coalescence. This only appears as an overall linear in f + contribution to the phase + - phic: Phase of coalescence + - inclination: Inclination angle of the binary [between 0 and PI] + f_ref : float + Reference frequency for the waveform. + use_lambda_tildes : bool, optional + Use lambda tilde and delta lambda instead of lambda1 and lambda2. Default is True. + no_taper : bool, optional + Whether to disable tapering. Default is False. + + Returns + ------- + hp : Array + Strain of the plus polarization. + hc : Array + Strain of the cross polarization. + """ + iota = params[-1] + h0 = gen_IMRPhenomXAS_NRTidalv3( + f, params[:-1], f_ref, use_lambda_tildes=use_lambda_tildes, no_taper=no_taper + ) + + hp = h0 * (1 / 2 * (1 + jnp.cos(iota) ** 2)) + hc = -1j * h0 * jnp.cos(iota) + + return hp, hc diff --git a/src/ripplegw/waveforms/IMRPhenomXPHM.py b/src/ripplegw/waveforms/IMRPhenomXPHM.py new file mode 100644 index 00000000..ae84a5ab --- /dev/null +++ b/src/ripplegw/waveforms/IMRPhenomXPHM.py @@ -0,0 +1,1776 @@ +import jax +import jax.numpy as jnp +from .IMRPhenomD_QNMdata import QNMData_a, QNMData_fRD, QNMData_fdamp +from ..constants import C, PI, MSUN, MTSUN, MRSUN, MPC +from jaxtyping import Array +from .spherical_harmonics import ( + compute_sminus2_l2, + compute_sminus2_l3, + compute_sminus2_l4, +) +from dataclasses import dataclass +from . import LALSimIMRPhenomX_precession as pPrec + + +# Some pre-XPHM ripple code +from .IMRPhenomD_utils import ( + EradRational0815, + get_coeffs, + get_transition_frequencies_from_fRD_fdamp, +) +from .IMRPhenomD import Phase as IMRPhenomD_Phase +from .IMRPhenomD import IMRPhenDAmplitude_NoCut +from .IMRPhenomD import get_IIb_raw_phase +from .IMRPhenomPv2_utils import FinalSpin0815 + +uGpc = 3.085677581491367278913937957796471611e25 +GMsun_over_c2 = MTSUN * C +GMsun_over_c2_Gpc = GMsun_over_c2 / uGpc + + +# Phase shift due to leading order complex amplitude +# [L.Blancet, arXiv:1310.1528 (Sec. 9.5)] +# "Spherical hrmonic modes for numerical relativity" +# List of phase shifts: the index is the azimuthal number m +CSHIFT = jnp.array([0.0, PI / 2.0, 0.0, -PI / 2.0, PI, PI / 2.0, 0.0]) + + +def generate_xphm( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + distance, # in Mpc + inclination, + phi0, + frequency_array, + reference_frequency, +): + """Generate IMRPhenomXPHM plus and cross polarizations.""" + Mf = XLALSimIMRPhenomXUtilsHztoMf(frequency_array, mass_1 + mass_2) + + m1_SI = mass_1 * MSUN + m2_SI = mass_2 * MSUN + Mtot = mass_1 + mass_2 + + # Overall amplitude prefactor from LAL's XLALSimPhenomUtilsFDamp0: + # amp0 = Mtot * MRSUN * Mtot * MTSUN / distance + # where Mtot is in solar masses and distance is in meters + dist_m = distance * MPC # distance in meters + amp0 = Mtot * MRSUN * Mtot * MTSUN / dist_m + + extra_params = { + "ModeArray": jnp.array( + [[2, 1], [2, 2], [3, 2], [3, 3], [4, 4]], dtype=jnp.int32 + ) + } + + hlm = XLALSimIMRPhenomHMGethlmModes( + frequency_array, + m1_SI, + m2_SI, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + phi0, + frequency_array[1] - frequency_array[0], + reference_frequency, + extra_params, + ) + + ells = extra_params["ModeArray"][:, 0] + minus1l = jnp.where(ells % 2 != 0, -1, 1) + hlms = minus1l[:, None] * hlm * amp0 + + hp, hc = twistup( + Mf, + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + phi0, + inclination, + reference_frequency, + hlms, + ) + + return hp, hc + + +def twistup( + Mf, + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + phiRef_In, + inclination, + reference_frequency, + hlm, +): + """ + Rotate the co-precessing frame hlm modes into the inertial (J-frame) polarisations hp, hc. + Implementation follows the lalsimulation function IMRPhenomXPHMTwistUps. + + Computes the precession angles (alpha, beta, epsilon) at each frequency via MSA, + applies the per-mode Wigner-d rotation and spherical-harmonic projection, sums over + modes (21, 22, 32, 33, 44), and applies a final polarisation rotation by zeta. + + Args: + Mf: Dimensionless frequency array (len N). + mass_1, mass_2: Component masses in solar masses. + chi1x/y/z, chi2x/y/z: Dimensionless spin components in the L-frame. + phiRef_In: Reference orbital phase (rad). + inclination: Inclination angle between J and line of sight (rad). + reference_frequency: Reference frequency for spin evolution (Hz). + hlm: Co-precessing frame modes, shape (n_modes, N). + + Returns: + hp, hc: Plus and cross polarisations, shape (N,). + """ + + # We are not using multibanding for angles. + # Default in lalsimulation is True but I will force it to False + + # Check PrecVersion + # Available options 101, 102, 103, 104, 220, 221, 222, 223, 224, 310, 311, 320, 321, 330 + # I will use 223 which is default in lalsimulation + + # Modes 21, 22, 32, 33, 43, 44 in that order + + bigM = 1 + eta = mass_1 * mass_2 / jnp.power(mass_1 + mass_2, 2) + eta2 = jnp.power(eta, 2) + chi1L = chi1z + chi2L = chi2z + total_mass = mass_1 + mass_2 + + mass_1_fraction = mass_1 / total_mass + mass_2_fraction = mass_2 / total_mass + + delta = mass_1_fraction - mass_2_fraction + + orbital_angular_momentum = ( + pPrec.flag_222_223_twoPN_non_spinning_orbitan_angular_momentum( + eta, eta2, chi1L, chi2L, delta, jnp.power(jnp.pi, 2) + ) + ) + Msec = (mass_1 + mass_2) * MTSUN + piM = jnp.pi * Msec + v_ref = jnp.cbrt(piM * reference_frequency) + LRef = ( + bigM + * bigM + * pPrec.XLALSimIMRPhenomXLPNAnsatz( + v_ref, + eta / v_ref, + orbital_angular_momentum[0], + orbital_angular_momentum[1], + orbital_angular_momentum[2], + orbital_angular_momentum[3], + orbital_angular_momentum[4], + orbital_angular_momentum[5], + orbital_angular_momentum[6], + orbital_angular_momentum[7], + orbital_angular_momentum[8], + orbital_angular_momentum[9], + ) + ) + + # Fused call: compute J0, thetaJN, kappa, and zeta_polarization in one pass + # (avoids recomputing J0/thetaJ_Sf/phiJ_Sf twice). + theta_JN, Nz_Jf, Nx_Jf, phiJ_Sf, kappa, zeta_polarisations = ( + pPrec.compute_thetaJN_kappa_and_zeta( + mass_1_fraction, + mass_2_fraction, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + LRef, + phiRef_In, + inclination, + ) + ) + + # Compute MSA precession constants once (independent of emm and Mf) so they + # are not redundantly recomputed for each of the 5 modes inside the vmap. + _msa_setup = pPrec.compute_msa_precession_setup( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + reference_frequency, + kappa, + phiJ_Sf, + ) + # Unrolled per-mode twist: eliminates jax.lax.switch branch overhead and + # the jax.vmap over modes. Modes 22 and 32 share emm=2, so we only call + # compute_evolved_spin_given_setup 4 times instead of 5. + + # Mode 21 – emm = 1 + alpha_1, eps_1, cos_beta_1 = pPrec.compute_evolved_spin_given_setup( + Mf, 1, _msa_setup + ) + cBetah_1, sBetah_1 = IMRPhenomXWignerdCoefficients_cosbeta(cos_beta_1) + beta_powers_1 = BetaPowers.from_half_angle_trig(cBetah_1, sBetah_1) + hp_21, hc_21 = twist_21(jnp.exp(1j * alpha_1), theta_JN, beta_powers_1) + + # Modes 22 and 32 – both use emm = 2; compute angles once and reuse + alpha_2, eps_2, cos_beta_2 = pPrec.compute_evolved_spin_given_setup( + Mf, 2, _msa_setup + ) + cBetah_2, sBetah_2 = IMRPhenomXWignerdCoefficients_cosbeta(cos_beta_2) + beta_powers_2 = BetaPowers.from_half_angle_trig(cBetah_2, sBetah_2) + cexp_i_alpha_2 = jnp.exp(1j * alpha_2) + hp_22, hc_22 = twist_22(cexp_i_alpha_2, theta_JN, beta_powers_2) + hp_32, hc_32 = twist_32(cexp_i_alpha_2, theta_JN, beta_powers_2) + + # Mode 33 – emm = 3 + alpha_3, eps_3, cos_beta_3 = pPrec.compute_evolved_spin_given_setup( + Mf, 3, _msa_setup + ) + cBetah_3, sBetah_3 = IMRPhenomXWignerdCoefficients_cosbeta(cos_beta_3) + beta_powers_3 = BetaPowers.from_half_angle_trig(cBetah_3, sBetah_3) + hp_33, hc_33 = twist_33(jnp.exp(1j * alpha_3), theta_JN, beta_powers_3) + + # Mode 44 – emm = 4 + alpha_4, eps_4, cos_beta_4 = pPrec.compute_evolved_spin_given_setup( + Mf, 4, _msa_setup + ) + cBetah_4, sBetah_4 = IMRPhenomXWignerdCoefficients_cosbeta(cos_beta_4) + beta_powers_4 = BetaPowers.from_half_angle_trig(cBetah_4, sBetah_4) + hp_44, hc_44 = twist_44(jnp.exp(1j * alpha_4), theta_JN, beta_powers_4) + + # Stack into (5, N) matching the old vmap output layout + hp_twist_all_modes = jnp.stack([hp_21, hp_22, hp_32, hp_33, hp_44], axis=0) + hc_twist_all_modes = jnp.stack([hc_21, hc_22, hc_32, hc_33, hc_44], axis=0) + epsilon_all_modes = jnp.stack( + [eps_1 * 1, eps_2 * 2, eps_2 * 2, eps_3 * 3, eps_4 * 4], axis=0 + ) + + # jax.debug.print(f"length of hp_twist_all_modes {jnp.shape(hp_twist_all_modes)}") + exp_neg_i_epsilon = jnp.exp(-1j * epsilon_all_modes.T) / 2 + _hp = jnp.sum(hlm.T * hp_twist_all_modes.T * exp_neg_i_epsilon, axis=1) + _hc = jnp.sum(hlm.T * hc_twist_all_modes.T * exp_neg_i_epsilon, axis=1) + + # LALSim zeros the contribution for Mf >= 0.3 (f_max_prime). Setting + # cos_beta=0 in compute_evolved_spin_using_msa does NOT produce a null + # rotation (beta=pi/2 gives cBetah=sBetah=1/sqrt(2)), so we must + # explicitly zero _hp/_hc here to match LALSim's behaviour. + inspiral_mask = Mf < 0.299999 + _hp = jnp.where(inspiral_mask, _hp, 0.0) + _hc = jnp.where(inspiral_mask, _hc, 0.0) + + hp, hc = apply_polarization_rotation(zeta_polarisations, _hp, _hc) + + return hp, hc + + +@dataclass +class BetaPowers: + """ + Stores powers of cos(beta/2) and sin(beta/2) for Wigner-d coefficient calculations. + + Attributes: + cBetah: cos(beta/2) + cBetah2: cos^2(beta/2) + cBetah3: cos^3(beta/2) + cBetah4: cos^4(beta/2) + cBetah5: cos^5(beta/2) + cBetah6: cos^6(beta/2) + cBetah7: cos^7(beta/2) + cBetah8: cos^8(beta/2) + sBetah: sin(beta/2) + sBetah2: sin^2(beta/2) + sBetah3: sin^3(beta/2) + sBetah4: sin^4(beta/2) + sBetah5: sin^5(beta/2) + sBetah6: sin^6(beta/2) + sBetah7: sin^7(beta/2) + sBetah8: sin^8(beta/2) + """ + + cBetah: float + cBetah2: float + cBetah3: float + cBetah4: float + cBetah5: float + cBetah6: float + cBetah7: float + cBetah8: float + sBetah: float + sBetah2: float + sBetah3: float + sBetah4: float + sBetah5: float + sBetah6: float + sBetah7: float + sBetah8: float + + @classmethod + def from_half_angle_trig(cls, cBetah: float, sBetah: float): + """ + Constructs a BetaPowers instance from cos(beta/2) and sin(beta/2). + + Args: + cBetah: cos(beta/2) + sBetah: sin(beta/2) + + Returns: + BetaPowers instance with all power values computed + """ + cBetah2 = cBetah * cBetah + cBetah3 = cBetah * cBetah2 + cBetah4 = cBetah * cBetah3 + cBetah5 = cBetah * cBetah4 + cBetah6 = cBetah * cBetah5 + cBetah7 = cBetah * cBetah6 + cBetah8 = cBetah * cBetah7 + + sBetah2 = sBetah * sBetah + sBetah3 = sBetah * sBetah2 + sBetah4 = sBetah * sBetah3 + sBetah5 = sBetah * sBetah4 + sBetah6 = sBetah * sBetah5 + sBetah7 = sBetah * sBetah6 + sBetah8 = sBetah * sBetah7 + + return cls( + cBetah=cBetah, + cBetah2=cBetah2, + cBetah3=cBetah3, + cBetah4=cBetah4, + cBetah5=cBetah5, + cBetah6=cBetah6, + cBetah7=cBetah7, + cBetah8=cBetah8, + sBetah=sBetah, + sBetah2=sBetah2, + sBetah3=sBetah3, + sBetah4=sBetah4, + sBetah5=sBetah5, + sBetah6=sBetah6, + sBetah7=sBetah7, + sBetah8=sBetah8, + ) + + return None + + +def twist_22(cexp_i_alpha, theta_JN, beta_powers): + """ + Compute the twisting contributions for l=2, m'=2 mode. + + This function computes the sum over m of the Wigner-d matrix elements + and spherical harmonics for the (2,2) mode, following eq. 3.5-3.7 + in the Precessing paper. + + Args: + cexp_i_alpha: Complex exponential e^{i*alpha} (array over frequencies) + theta_JN: Angle between total angular momentum and line of sight + beta_powers: BetaPowers object containing powers of cos(beta/2) and sin(beta/2) + + Returns: + hp_sum: Plus polarization contribution + hc_sum: Cross polarization contribution + """ + # Complex exponential powers of alpha + cexp_2i_alpha = cexp_i_alpha * cexp_i_alpha + + cexp_mi_alpha = 1.0 / cexp_i_alpha + cexp_m2i_alpha = cexp_mi_alpha * cexp_mi_alpha + + # shape (5, N): rows indexed by m+2 for m in -2..2 + cexp_im_alpha_l2 = jnp.stack( + [ + cexp_m2i_alpha, + cexp_mi_alpha, + jnp.ones_like(cexp_i_alpha), + cexp_i_alpha, + cexp_2i_alpha, + ], + axis=0, + ) + + Y2mA = jnp.array( + [ + compute_sminus2_l2(theta_JN, m=-2), + compute_sminus2_l2(theta_JN, m=-1), + compute_sminus2_l2(theta_JN, m=0), + compute_sminus2_l2(theta_JN, m=1), + compute_sminus2_l2(theta_JN, m=2), + ] + ) + + # Wigner-d coefficients – shape (5, N) + d22 = jnp.array( + [ + beta_powers.sBetah4, + 2.0 * beta_powers.cBetah * beta_powers.sBetah3, + jnp.sqrt(6) * beta_powers.sBetah2 * beta_powers.cBetah2, + 2.0 * beta_powers.cBetah3 * beta_powers.sBetah, + beta_powers.cBetah4, + ] + ) + + # Exploit symmetry d^2_{-m,-2} = (-1)^m d^2_{-m,2}. See eq. A2 of Precessing paper + d2m2 = jnp.array([d22[4], -d22[3], d22[2], -d22[1], d22[0]]) + + # Vectorised sum over m=-2..2. The -m+2 index pattern equals reversed order. + # Shapes: cexp_im_alpha_l2 (5,N), d2m2 (5,N), Y2mA (5,) -> broadcast to (5,N) + A2m2emm = cexp_im_alpha_l2[::-1] * d2m2 * Y2mA[:, None] + A22emmstar = cexp_im_alpha_l2 * d22 * jnp.conj(Y2mA)[:, None] + hp_sum = jnp.sum(A2m2emm + A22emmstar, axis=0) + hc_sum = jnp.sum(1j * (A2m2emm - A22emmstar), axis=0) + + return hp_sum, hc_sum + + +def twist_21(cexp_i_alpha, theta_JN, beta_powers): + """ + Compute the twisting contributions for l=2, m'=1 mode. + + This function computes the sum over m of the Wigner-d matrix elements + and spherical harmonics for the (2,1) mode, following eq. 3.5-3.7 + in the Precessing paper. + + Args: + cexp_i_alpha: Complex exponential e^{i*alpha} (array over frequencies) + theta_JN: Angle between total angular momentum and line of sight + beta_powers: BetaPowers object containing powers of cos(beta/2) and sin(beta/2) + + Returns: + hp_sum: Plus polarization contribution + hc_sum: Cross polarization contribution + """ + # Complex exponential powers of alpha + cexp_2i_alpha = cexp_i_alpha * cexp_i_alpha + cexp_mi_alpha = 1.0 / cexp_i_alpha + cexp_m2i_alpha = cexp_mi_alpha * cexp_mi_alpha + + # shape (5, N): rows indexed by m+2 for m in -2..2 + cexp_im_alpha_l2 = jnp.stack( + [ + cexp_m2i_alpha, + cexp_mi_alpha, + jnp.ones_like(cexp_i_alpha), + cexp_i_alpha, + cexp_2i_alpha, + ], + axis=0, + ) + + Y2mA = jnp.array( + [ + compute_sminus2_l2(theta_JN, m=-2), + compute_sminus2_l2(theta_JN, m=-1), + compute_sminus2_l2(theta_JN, m=0), + compute_sminus2_l2(theta_JN, m=1), + compute_sminus2_l2(theta_JN, m=2), + ] + ) + + # Wigner-d coefficients for m'=1 – shape (5, N) + d21 = jnp.array( + [ + 2.0 * beta_powers.cBetah * beta_powers.sBetah3, + 3.0 * beta_powers.cBetah2 * beta_powers.sBetah2 - beta_powers.sBetah4, + jnp.sqrt(6) + * ( + beta_powers.cBetah3 * beta_powers.sBetah + - beta_powers.cBetah * beta_powers.sBetah3 + ), + beta_powers.cBetah2 * (beta_powers.cBetah2 - 3.0 * beta_powers.sBetah2), + -2.0 * beta_powers.cBetah3 * beta_powers.sBetah, + ] + ) + + # Exploit symmetry d^2_{-m,-1} = -(-1)^m d^2_{m,1}. See eq. A2 of Precessing paper. + d2m1 = jnp.array([-d21[4], d21[3], -d21[2], d21[1], -d21[0]]) + + # Vectorised sum over m=-2..2. The -m+2 index pattern equals reversed order. + A2m1emm = cexp_im_alpha_l2[::-1] * d2m1 * Y2mA[:, None] + A21emmstar = cexp_im_alpha_l2 * d21 * jnp.conj(Y2mA)[:, None] + hp_sum = jnp.sum(A2m1emm + A21emmstar, axis=0) + hc_sum = jnp.sum(1j * (A2m1emm - A21emmstar), axis=0) + + return hp_sum, hc_sum + + +def twist_33(cexp_i_alpha, theta_JN, beta_powers): + """ + Compute the twisting contributions for l=3, m'=3 mode. + + This function computes the sum over m of the Wigner-d matrix elements + and spherical harmonics for the (3,3) mode, following eq. 3.5-3.7 + in the Precessing paper. + + Args: + cexp_i_alpha: Complex exponential e^{i*alpha} (array over frequencies) + theta_JN: Angle between total angular momentum and line of sight + beta_powers: BetaPowers object containing powers of cos(beta/2) and sin(beta/2) + + Returns: + hp_sum: Plus polarization contribution + hc_sum: Cross polarization contribution + """ + # Complex exponential powers of alpha + cexp_2i_alpha = cexp_i_alpha * cexp_i_alpha + cexp_3i_alpha = cexp_i_alpha * cexp_2i_alpha + cexp_mi_alpha = 1.0 / cexp_i_alpha + cexp_m2i_alpha = cexp_mi_alpha * cexp_mi_alpha + cexp_m3i_alpha = cexp_mi_alpha * cexp_m2i_alpha + + # shape (7, N): rows indexed by m+3 for m in -3..3 + cexp_im_alpha_l3 = jnp.stack( + [ + cexp_m3i_alpha, + cexp_m2i_alpha, + cexp_mi_alpha, + jnp.ones_like(cexp_i_alpha), + cexp_i_alpha, + cexp_2i_alpha, + cexp_3i_alpha, + ], + axis=0, + ) + + Y3mA = jnp.array( + [ + compute_sminus2_l3(theta=theta_JN, m=-3), + compute_sminus2_l3(theta=theta_JN, m=-2), + compute_sminus2_l3(theta=theta_JN, m=-1), + compute_sminus2_l3(theta=theta_JN, m=0), + compute_sminus2_l3(theta=theta_JN, m=1), + compute_sminus2_l3(theta=theta_JN, m=2), + compute_sminus2_l3(theta=theta_JN, m=3), + ] + ) + + # Wigner-d coefficients for m'=3 – shape (7, N) + sqrt6 = jnp.sqrt(6.0) + sqrt15 = jnp.sqrt(15.0) + sqrt5 = jnp.sqrt(5.0) + + d33 = jnp.array( + [ + beta_powers.sBetah6, + sqrt6 * beta_powers.cBetah * beta_powers.sBetah5, + sqrt15 * beta_powers.cBetah2 * beta_powers.sBetah4, + 2.0 * sqrt5 * beta_powers.cBetah3 * beta_powers.sBetah3, + sqrt15 * beta_powers.cBetah4 * beta_powers.sBetah2, + sqrt6 * beta_powers.cBetah5 * beta_powers.sBetah, + beta_powers.cBetah6, + ] + ) + + # Exploit symmetry d^3_{-m,-3} = -(-1)^m d^3_{m,3}. See eq. A2 of Precessing paper. + d3m3 = jnp.array([d33[6], -d33[5], d33[4], -d33[3], d33[2], -d33[1], d33[0]]) + + # Vectorised sum over m=-3..3. The -m+3 index pattern equals reversed order. + A3m3emm = cexp_im_alpha_l3[::-1] * d3m3 * Y3mA[:, None] + A33emmstar = cexp_im_alpha_l3 * d33 * jnp.conj(Y3mA)[:, None] + hp_sum = jnp.sum(A3m3emm - A33emmstar, axis=0) + hc_sum = jnp.sum(1j * (A3m3emm + A33emmstar), axis=0) + + return hp_sum, hc_sum + + +def twist_32(cexp_i_alpha, theta_JN, beta_powers): + """ + Compute the twisting contributions for l=3, m'=2 mode. + + This function computes the sum over m of the Wigner-d matrix elements + and spherical harmonics for the (3,2) mode, following eq. 3.5-3.7 + in the Precessing paper. + + Args: + cexp_i_alpha: Complex exponential e^{i*alpha} (array over frequencies) + theta_JN: Angle between total angular momentum and line of sight + beta_powers: BetaPowers object containing powers of cos(beta/2) and sin(beta/2) + + Returns: + hp_sum: Plus polarization contribution + hc_sum: Cross polarization contribution + """ + # Complex exponential powers of alpha + cexp_2i_alpha = cexp_i_alpha * cexp_i_alpha + cexp_3i_alpha = cexp_i_alpha * cexp_2i_alpha + cexp_mi_alpha = 1.0 / cexp_i_alpha + cexp_m2i_alpha = cexp_mi_alpha * cexp_mi_alpha + cexp_m3i_alpha = cexp_mi_alpha * cexp_m2i_alpha + + # shape (7, N): rows indexed by m+3 for m in -3..3 + cexp_im_alpha_l3 = jnp.stack( + [ + cexp_m3i_alpha, + cexp_m2i_alpha, + cexp_mi_alpha, + jnp.ones_like(cexp_i_alpha), + cexp_i_alpha, + cexp_2i_alpha, + cexp_3i_alpha, + ], + axis=0, + ) + + Y3mA = jnp.array( + [ + compute_sminus2_l3(theta=theta_JN, m=-3), + compute_sminus2_l3(theta=theta_JN, m=-2), + compute_sminus2_l3(theta=theta_JN, m=-1), + compute_sminus2_l3(theta=theta_JN, m=0), + compute_sminus2_l3(theta=theta_JN, m=1), + compute_sminus2_l3(theta=theta_JN, m=2), + compute_sminus2_l3(theta=theta_JN, m=3), + ] + ) + + # Wigner-d coefficients for m'=2 – shape (7, N) + sqrt6 = jnp.sqrt(6.0) + sqrt10 = jnp.sqrt(10.0) + sqrt30 = jnp.sqrt(30.0) + + cBetah = beta_powers.cBetah + cBetah2 = beta_powers.cBetah2 + cBetah3 = beta_powers.cBetah3 + cBetah4 = beta_powers.cBetah4 + cBetah5 = beta_powers.cBetah5 + sBetah = beta_powers.sBetah + sBetah2 = beta_powers.sBetah2 + sBetah3 = beta_powers.sBetah3 + sBetah4 = beta_powers.sBetah4 + sBetah5 = beta_powers.sBetah5 + + d32 = jnp.array( + [ + sqrt6 * cBetah * sBetah5, + sBetah4 * (5.0 * cBetah2 - sBetah2), + sqrt10 * sBetah3 * (2.0 * cBetah3 - cBetah * sBetah2), + sqrt30 * cBetah2 * (cBetah2 - sBetah2) * sBetah2, + sqrt10 * cBetah3 * (cBetah2 * sBetah - 2.0 * sBetah3), + cBetah4 * (cBetah2 - 5.0 * sBetah2), + -1.0 * sqrt6 * cBetah5 * sBetah, + ] + ) + + # Exploit symmetry d^3_{-m,-2} = (-1)^m d^3_{m,2}. See eq. A2 of Precessing paper. + d3m2 = jnp.array([-d32[6], d32[5], -d32[4], d32[3], -d32[2], d32[1], -d32[0]]) + + # Vectorised sum over m=-3..3. The -m+3 index pattern equals reversed order. + A3m2emm = cexp_im_alpha_l3[::-1] * d3m2 * Y3mA[:, None] + A32emmstar = cexp_im_alpha_l3 * d32 * jnp.conj(Y3mA)[:, None] + hp_sum = jnp.sum(A3m2emm - A32emmstar, axis=0) + hc_sum = jnp.sum(1j * (A3m2emm + A32emmstar), axis=0) + + return hp_sum, hc_sum + + +def twist_44(cexp_i_alpha, theta_JN, beta_powers): + """ + Compute the twisting contributions for l=4, m'=4 mode. + + This function computes the sum over m of the Wigner-d matrix elements + and spherical harmonics for the (4,4) mode, following eq. 3.5-3.7 + in the Precessing paper. + + Args: + cexp_i_alpha: Complex exponential e^{i*alpha} (array over frequencies) + theta_JN: Angle between total angular momentum and line of sight + beta_powers: BetaPowers object containing powers of cos(beta/2) and sin(beta/2) + + Returns: + hp_sum: Plus polarization contribution + hc_sum: Cross polarization contribution + """ + # Complex exponential powers of alpha + cexp_2i_alpha = cexp_i_alpha * cexp_i_alpha + cexp_3i_alpha = cexp_i_alpha * cexp_2i_alpha + cexp_4i_alpha = cexp_i_alpha * cexp_3i_alpha + cexp_mi_alpha = 1.0 / cexp_i_alpha + cexp_m2i_alpha = cexp_mi_alpha * cexp_mi_alpha + cexp_m3i_alpha = cexp_mi_alpha * cexp_m2i_alpha + cexp_m4i_alpha = cexp_mi_alpha * cexp_m3i_alpha + + # shape (9, N): rows indexed by m+4 for m in -4..4 + cexp_im_alpha_l4 = jnp.stack( + [ + cexp_m4i_alpha, + cexp_m3i_alpha, + cexp_m2i_alpha, + cexp_mi_alpha, + jnp.ones_like(cexp_i_alpha), + cexp_i_alpha, + cexp_2i_alpha, + cexp_3i_alpha, + cexp_4i_alpha, + ], + axis=0, + ) + + Y4mA = jnp.array( + [ + compute_sminus2_l4(theta=theta_JN, m=-4), + compute_sminus2_l4(theta=theta_JN, m=-3), + compute_sminus2_l4(theta=theta_JN, m=-2), + compute_sminus2_l4(theta=theta_JN, m=-1), + compute_sminus2_l4(theta=theta_JN, m=0), + compute_sminus2_l4(theta=theta_JN, m=1), + compute_sminus2_l4(theta=theta_JN, m=2), + compute_sminus2_l4(theta=theta_JN, m=3), + compute_sminus2_l4(theta=theta_JN, m=4), + ] + ) + + # Wigner-d coefficients for m'=4 – shape (9, N) + sqrt2 = jnp.sqrt(2.0) + sqrt7 = jnp.sqrt(7.0) + sqrt14 = jnp.sqrt(14.0) + sqrt70 = jnp.sqrt(70.0) + + d44 = jnp.array( + [ + beta_powers.sBetah8, + 2.0 * sqrt2 * beta_powers.cBetah * beta_powers.sBetah7, + 2.0 * sqrt7 * beta_powers.cBetah2 * beta_powers.sBetah6, + 2.0 * sqrt14 * beta_powers.cBetah3 * beta_powers.sBetah5, + sqrt70 * beta_powers.cBetah4 * beta_powers.sBetah4, + 2.0 * sqrt14 * beta_powers.cBetah5 * beta_powers.sBetah3, + 2.0 * sqrt7 * beta_powers.cBetah6 * beta_powers.sBetah2, + 2.0 * sqrt2 * beta_powers.cBetah7 * beta_powers.sBetah, + beta_powers.cBetah8, + ] + ) + + # Exploit symmetry d^4_{-m,-4} = (-1)^m d^4_{m,4}. See eq. A2 of Precessing paper. + d4m4 = jnp.array( + [d44[8], -d44[7], d44[6], -d44[5], d44[4], -d44[3], d44[2], -d44[1], d44[0]] + ) + + # Vectorised sum over m=-4..4. The -m+4 index pattern equals reversed order. + A4m4emm = cexp_im_alpha_l4[::-1] * d4m4 * Y4mA[:, None] + A44emmstar = cexp_im_alpha_l4 * d44 * jnp.conj(Y4mA)[:, None] + hp_sum = jnp.sum(A4m4emm + A44emmstar, axis=0) + hc_sum = jnp.sum(1j * (A4m4emm - A44emmstar), axis=0) + + return hp_sum, hc_sum + + +def apply_polarization_rotation(zeta_polarization, _hp, _hc): + """Apply polarization rotation to waveform components. + + Parameters + ---------- + zeta_polarization : float + Polarization angle. + _hp : array_like + Plus polarization component (unrotated). + _hc : array_like + Cross polarization component (unrotated). + + Returns + ------- + hp : array_like + Rotated plus polarization. + hc : array_like + Rotated cross polarization. + """ + cosPolFac = jnp.cos(2.0 * zeta_polarization) + sinPolFac = jnp.sin(2.0 * zeta_polarization) + + hp = cosPolFac * _hp + sinPolFac * _hc + hc = cosPolFac * _hc - sinPolFac * _hp + + return hp, hc + + +def IMRPhenomXWignerdCoefficients_cosbeta(cos_beta): + """ + Compute cos(beta/2) and sin(beta/2) from cos(beta). + + Uses half-angle formulas: + - cos(beta/2) = sqrt((1 + cos(beta)) / 2) + - sin(beta/2) = sqrt((1 - cos(beta)) / 2) + + Parameters + ---------- + cos_beta : float or array + cos(beta) + + Returns + ------- + cos_beta_half : float or array + cos(beta/2), always non-negative + sin_beta_half : float or array + sin(beta/2), always non-negative + """ + # Note that the results here are indeed always non-negative + cos_beta_half = jnp.sqrt(jnp.abs(1.0 + cos_beta) / 2.0) # cos(beta/2) + sin_beta_half = jnp.sqrt(jnp.abs(1.0 - cos_beta) / 2.0) # sin(beta/2) + + return cos_beta_half, sin_beta_half + + +def XLALSimIMRPhenomXUtilsHztoMf(fHz: float, Mtot_Msun: float) -> float: + """ + Convert frequency from Hz to geometric units (Mf). + + Parameters + ---------- + fHz : float + Frequency in Hz + Mtot_Msun : float + Total mass in solar masses + + Returns + ------- + float + Geometric frequency Mf + """ + # Mtot in seconds = Mtot_Msun * MTSUN + return fHz * Mtot_Msun * MTSUN + + +def XLALSimIMRPhenomHMGethlmModes( + freqs: Array, + m1_SI: float, + m2_SI: float, + chi1x: float, + chi1y: float, + chi1z: float, + chi2x: float, + chi2y: float, + chi2z: float, + phiRef: float, + deltaF: float, + f_ref: float, + extraParams: dict, +): + """Compute all hlm modes for IMRPhenomXPHM. JAX translation of XLALSimIMRPhenomHMGethlmModes.""" + ModeArray = extraParams["ModeArray"] + + pHM = {} + pHM = init_PhenomHM_Storage( + pHM, + m1_SI, + m2_SI, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + freqs, + deltaF, + f_ref, + phiRef, + ModeArray, + ) + + # FIXME? LAL does some frequency spacing here, I'm not sure yet whether we need to do this + + # line 1288 + # Might be unused since we use ripple IMRPhenomD, which uses f[Hz] + freqs_geom = XLALSimIMRPhenomXUtilsHztoMf(freqs, pHM["Mtot"]) + + # line 1316 + # compute the reference phase shift need to align the waveform so that + # the phase is equal to phiRef at the reference frequency f_ref. + # the phase shift is computed by evaluating the phase of the + # (l,m)=(2,2) mode. + # phi0 is the correction we need to add to each mode. + + theta = jnp.array([pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"]]) + PhenomD_coeffs = get_coeffs(theta) + + # Use PhenomPv2 fRD/fdamp (from QNMData with PhenomPv2 final spin, stored in pHM) + # to match LALSim's IMRPhenomDSetupAmpAndPhaseCoefficients with pHM->finspin. + # Mode phases also use these same QNM frequencies (Mf_RD_22_PhenomD, Mf_DM_22_PhenomD), + # so phi0 must be consistent with them. + M_s = pHM["Mtot"] * MTSUN + f_RD_phenomPv2 = pHM["Mf_RD_22_PhenomD"] / M_s + f_damp_phenomPv2 = pHM["Mf_DM_22_PhenomD"] / M_s + PhenomD_transition_freqs = get_transition_frequencies_from_fRD_fdamp( + theta, PhenomD_coeffs[5], PhenomD_coeffs[6], f_RD_phenomPv2, f_damp_phenomPv2 + ) + + phi_22_at_f_ref = IMRPhenomD_Phase( + f_ref, + jnp.array([pHM["m1"], pHM["m2"], chi1z, chi2z]), + PhenomD_coeffs, + PhenomD_transition_freqs, + ) + phi0 = 0.5 * phi_22_at_f_ref + phiRef + + vmapped_IMRPhenomHMEvaluateOnehlmMode = jax.vmap( + IMRPhenomHMEvaluateOnehlmMode, + in_axes=( + None, # freqs_geom + None, # pHM + 0, # ell + 0, # mm + None, # phi0 + ), + ) + + hlms = vmapped_IMRPhenomHMEvaluateOnehlmMode( + freqs_geom, pHM, pHM["ell_mm_pairs"][:, 0], pHM["ell_mm_pairs"][:, 1], phi0 + ) + + return hlms + + +def IMRPhenomHMEvaluateOnehlmMode( + freqs_geom: Array, pHM: dict, ell: int, mm: int, phi0: float +): + """ + Implementation of IMRPhenomHMEvaluateOnehlmMode in LALSimIMRPhenomHM.c + """ + + # generate phase and amplitude for single l,m mode + phase_lm = IMRPhenomHMPhase(freqs_geom, pHM, ell, mm) + amp_lm = IMRPhenomHMAmplitude(freqs_geom, pHM, ell, mm) + + # compute time shift using pre-computed fRD, fdamp from pHM (with PhenomPv2 final spin) + theta_intrinsic = jnp.array([pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"]]) + coeffs = get_coeffs(theta_intrinsic) + + # IMPORTANT: Use PhenomD-style fRD, fdamp for t0 calculation to match LAL's IMRPhenomDComputet0 + M_s = pHM["Mtot"] * MTSUN + f_RD = pHM["Mf_RD_22_PhenomD"] / M_s # Convert from Mf to Hz + f_damp = pHM["Mf_DM_22_PhenomD"] / M_s + + # Compute f4 (fmaxCalc) using the correct fRD, fdamp + gamma2, gamma3 = coeffs[5], coeffs[6] + f4 = jax.lax.cond( + gamma2 >= 1, + lambda: jnp.abs(f_RD + (-f_damp * gamma3) / gamma2), + lambda: jnp.abs( + f_RD + (f_damp * (-1 + jnp.sqrt(1 - gamma2**2)) * gamma3) / gamma2 + ), + ) + + t0 = jax.grad(get_IIb_raw_phase)(f4 * M_s, theta_intrinsic, coeffs, f_RD, f_damp) + + Mf = freqs_geom + phase_term1 = -t0 * (Mf - pHM["Mf_ref"]) + phase_term2 = phase_lm - (mm * phi0) + return amp_lm * jnp.exp(-1j * (phase_term1 + phase_term2)) + + +def XLALSimPhenomUtilsPhenomPv2FinalSpin( + m1: float, m2: float, chi1_l: float, chi2_l: float, chip: float +): + """ + Implementation of XLALSimPhenomUtilsPhenomPv2FinalSpin in LALSimPhenomUtils.c + Assuming m1 >= m2 + """ + + M = m1 + m2 + eta = m1 * m2 / (M * M) + + q_factor = m1 / M + + # # This is needed to stabilize JAX derivatives + # Seta = jnp.sqrt(jnp.where(eta<0.25, 1.0 - 4.0*eta, 0.)) + af_parallel = FinalSpin0815(eta, chi1_l, chi2_l) + + Sperp = chip * q_factor * q_factor + + return jnp.copysign(1.0, af_parallel) * jnp.sqrt(Sperp**2 + af_parallel**2) + + +def init_PhenomHM_Storage( + p: dict, + m1_SI: float, + m2_SI: float, + chi1x: float, + chi1y: float, + chi1z: float, + chi2x: float, + chi2y: float, + chi2z: float, + freqs: Array, + deltaF: float, + f_ref: float, + phiRef: float, + ModeArray: Array, +): + """ + Precompute a bunch of PhenomHM related quantities and store them + Implementation of init_PhenomHM_Storage in LALSimIMRPhenomHM.c + """ + + p["m1"] = m1_SI / MSUN + p["m2"] = m2_SI / MSUN + p["Mtot"] = p["m1"] + p["m2"] + p["eta"] = p["m1"] * p["m2"] / (p["Mtot"] * p["Mtot"]) + p["chi1x"] = chi1x + p["chi1y"] = chi1y + p["chi1z"] = chi1z + p["chi2x"] = chi2x + p["chi2y"] = chi2y + p["chi2z"] = chi2z + p["phiRef"] = phiRef + p["deltaF"] = deltaF + p["freqs"] = freqs + p["f_ref"] = f_ref + p["Mf_ref"] = XLALSimIMRPhenomXUtilsHztoMf(f_ref, p["Mtot"]) + + p["chip"] = XLALSimPhenomUtilsChiP( + p["m1"], p["m2"], p["chi1x"], p["chi1y"], p["chi2x"], p["chi2y"] + ) + + p["finmass"] = 1.0 - EradRational0815(p["eta"], p["chi1z"], p["chi2z"]) + p["finspin"] = XLALSimPhenomUtilsPhenomPv2FinalSpin( + p["m1"], p["m2"], p["chi1z"], p["chi2z"], p["chip"] + ) + + # Define the supported modes and their indices + ell_mm_pairs = ModeArray + p["ell_mm_pairs"] = ell_mm_pairs + + # Create a mapping from (ell, mm) to array index for JAX-compatible lookup + # We'll use a 2D array where mode_index_map[ell, mm] gives the index + # Maximum ell=4, mm=4, so we need a 5x5 array (indices 0-4) + # IMPORTANT: Build the map dynamically based on the actual ModeArray order + mode_index_map = jnp.full((5, 5), -1, dtype=jnp.int32) + ell_vals = ModeArray[:, 0].astype(jnp.int32) + mm_vals = ModeArray[:, 1].astype(jnp.int32) + mode_index_map = mode_index_map.at[ell_vals, mm_vals].set( + jnp.arange(len(ModeArray), dtype=jnp.int32) + ) + p["mode_index_map"] = mode_index_map + + vmapped_IMRPhenomHMGetRingdownFrequency = jax.vmap( + IMRPhenomHMGetRingdownFrequency, in_axes=(0, 0, None, None) + ) + f_rd_array, f_damp_array = vmapped_IMRPhenomHMGetRingdownFrequency( + ell_mm_pairs[:, 0], ell_mm_pairs[:, 1], p["finmass"], p["finspin"] + ) + + # Store as 1D arrays indexed by mode order + p["PhenomHMfring"] = f_rd_array # shape: (5,) + p["PhenomHMfdamp"] = f_damp_array # shape: (5,) + p["Mf_RD_22"] = f_rd_array[1] + p["Mf_DM_22"] = f_damp_array[1] + + # Rholm and Taulm as 1D arrays (one per mode) + p["Rholm"] = p["Mf_RD_22"] / f_rd_array # shape: (5,) + p["Taulm"] = f_damp_array / p["Mf_DM_22"] # shape: (5,) + + # IMPORTANT: For the PhenomD amplitude calculation, LAL's IMRPhenomDAmpFrequencySequence + # uses the PhenomD QNM data (QNMData_fRD, QNMData_fdamp) rather than SimRingdownCW_CW07102016. + # We need to store these separately for use in IMRPhenomHMAmplitude. + + p["Mf_RD_22_PhenomD"] = ( + jnp.interp(p["finspin"], QNMData_a, QNMData_fRD) / p["finmass"] + ) + p["Mf_DM_22_PhenomD"] = ( + jnp.interp(p["finspin"], QNMData_a, QNMData_fdamp) / p["finmass"] + ) + + return p + + +def IMRPhenomHMGetRingdownFrequency( + ell: int, mm: int, finalmass: float, finalspin: float +): + """ + Implementation of IMRPhenomHMGetRingdownFrequency in LALSimIMRPhenomHM.c + """ + + inv2Pi = 0.5 / PI + ZZ = SimRingdownCW_CW07102016(SimRingdownCW_KAPPA(finalspin, ell, mm), ell, mm, 0) + Mf_RD_tmp = inv2Pi * jnp.real( + ZZ + ) # GW ringdown frequency, converted from angular frequency + fringdown = Mf_RD_tmp / finalmass # scale by predicted final mass + # lm mode ringdown damping time (imaginary part of ringdown), geometric units + f_DAMP_tmp = inv2Pi * jnp.imag(ZZ) # this is the 1./tau in the complex QNM + fdamp = f_DAMP_tmp / finalmass # scale by predicted final mass + + return fringdown, fdamp + + +def SimRingdownCW_KAPPA(jf: float, ell: int, emm: int): + """ + Domain mapping for dimnesionless BH spin + """ + alpha = jnp.log(2.0 - jf) / jnp.log(3) + beta = 1.0 / (2.0 + ell - jnp.abs(emm)) + return alpha**beta + + +def SimRingdownCW_CW07102016(kappa: float, ell: int, input_m: int, n: int): + """ + Dimensionless QNM Frequencies: Note that name encodes date of writing + """ + + kappa2 = kappa * kappa + kappa3 = kappa2 * kappa + kappa4 = kappa3 * kappa + + m = jnp.abs(input_m) + + def branch_220(): + # Fit for (l,m,n) == (2,2,0). This is a zero-damped mode in the extremal Kerr limit. + return 1.0 + kappa * ( + 1.557847 * jnp.exp(2.903124 * 1j) + + 1.95097051 * jnp.exp(5.920970 * 1j) * kappa + + 2.09971716 * jnp.exp(2.760585 * 1j) * kappa2 + + 1.41094660 * jnp.exp(5.914340 * 1j) * kappa3 + + 0.41063923 * jnp.exp(2.795235 * 1j) * kappa4 + ) + + # def branch_221(): # Unused in XPHM + # return + + def branch_320(): + kappa5 = kappa4 * kappa + kappa6 = kappa5 * kappa + # Fit for (l,m,n) == (3,2,0). This is NOT a zero-damped mode in the extremal Kerr limit. + return ( + 1.022464 * jnp.exp(0.004870 * 1j) + + 0.24731213 * jnp.exp(0.665292 * 1j) * kappa + + 1.70468239 * jnp.exp(3.138283 * 1j) * kappa2 + + 0.94604882 * jnp.exp(0.163247 * 1j) * kappa3 + + 1.53189884 * jnp.exp(5.703573 * 1j) * kappa4 + + 2.28052668 * jnp.exp(2.685231 * 1j) * kappa5 + + 0.92150314 * jnp.exp(5.841704 * 1j) * kappa6 + ) + + def branch_440(): + # Fit for (l,m,n) == (4,4,0). This is a zero-damped mode in the extremal Kerr limit. + return 2.0 + kappa * ( + 2.658908 * jnp.exp(3.002787 * 1j) + + 2.97825567 * jnp.exp(6.050955 * 1j) * kappa + + 3.21842350 * jnp.exp(2.877514 * 1j) * kappa2 + + 2.12764967 * jnp.exp(5.989669 * 1j) * kappa3 + + 0.60338186 * jnp.exp(2.830031 * 1j) * kappa4 + ) + + def branch_210(): + kappa5 = kappa4 * kappa + kappa6 = kappa5 * kappa + # Fit for (l,m,n) == (2,1,0). This is NOT a zero-damped mode in the extremal Kerr limit. + return ( + 0.589113 * jnp.exp(0.043525 * 1j) + + 0.18896353 * jnp.exp(2.289868 * 1j) * kappa + + 1.15012965 * jnp.exp(5.810057 * 1j) * kappa2 + + 6.04585476 * jnp.exp(2.741967 * 1j) * kappa3 + + 11.12627777 * jnp.exp(5.844130 * 1j) * kappa4 + + 9.34711461 * jnp.exp(2.669372 * 1j) * kappa5 + + 3.03838318 * jnp.exp(5.791518 * 1j) * kappa6 + ) + + def branch_330(): + # Fit for (l,m,n) == (3,3,0). This is a zero-damped mode in the extremal Kerr limit. + return 1.5 + kappa * ( + 2.095657 * jnp.exp(2.964973 * 1j) + + 2.46964352 * jnp.exp(5.996734 * 1j) * kappa + + 2.66552551 * jnp.exp(2.817591 * 1j) * kappa2 + + 1.75836443 * jnp.exp(5.932693 * 1j) * kappa3 + + 0.49905688 * jnp.exp(2.781658 * 1j) * kappa4 + ) + + # def branch_331(): # Unused in XPHM + # return + + def branch_430(): + # Fit for (l,m,n) == (4,3,0). This is a zero-damped mode in the extremal Kerr limit. + return 1.5 + kappa * ( + 0.205046 * jnp.exp(0.595328 * 1j) + + 3.10333396 * jnp.exp(3.016200 * 1j) * kappa + + 4.23612166 * jnp.exp(6.038842 * 1j) * kappa2 + + 3.02890198 * jnp.exp(2.826239 * 1j) * kappa3 + + 0.90843949 * jnp.exp(5.915164 * 1j) * kappa4 + ) + + # def branch_550(): # Unused in XPHM + # return + + def branch_not_implemented(): + return 0.0 * 1j # Return complex nr. so pytree structure is preserved + + # Determine index of branch to use. If other modes are added, this will need to be expanded for new modes + # Create a unique key from l, m, n: key = l * 100 + m * 10 + n + key = ell * 100 + jnp.abs(m) * 10 + n + + # Map keys to indices + # 210 → 0, 220 → 1, 320 → 2, 330 → 3, 430 → 4, 440 → 5 + index = jnp.where( + key == 210, + 0, + jnp.where( + key == 220, + 1, + jnp.where( + key == 320, + 2, + jnp.where( + key == 330, 3, jnp.where(key == 430, 4, jnp.where(key == 440, 5, 6)) + ), + ), + ), + ) + + ans = jax.lax.switch( + index, + [ + branch_210, + branch_220, + branch_320, + branch_330, + branch_430, + branch_440, + branch_not_implemented, + ], + ) + + return jax.lax.select( # If m<0, then take the *Negative* conjugate + input_m < 0, -jnp.conj(ans), ans + ) + + +def IMRPhenomHMFreqDomainMap(Mflm, ell, mm, pHM, AmpFlag): + """Map input frequency Mflm to the effective 22-mode frequency Mf22 for the (ell, mm) mode.""" + # Mflm here has the same meaning as Mf_wf in XLALSimIMRPhenomHMFreqDomainMapHM (old deleted function). + # Following variables not used in this funciton but are returned in IMRPhenomHMFreqDomainMapParams + a, b = IMRPhenomHMFreqDomainMapParams(Mflm, ell, mm, pHM, AmpFlag) + Mf22 = a * Mflm + b + return Mf22 + + +def IMRPhenomHMAmplitude(freqs_geom: Array, pHM: dict, ell: int, mm: int): + """ + Returns IMRPhenomHM amplitude evaluated at a set of input frequencies for the l,m mode + Implementation of IMRPhenomHMAmplitude in LALSimIMRPhenomHM.c + """ + + # scale input frequencies according to PhenomHM model + # LL: Map the input domain (frequencies) for this ell mm multipole + # to those appropirate for the ell=|mm| multipole + freqs_amp = IMRPhenomHMFreqDomainMap(freqs_geom, ell, mm, pHM, AmpFlag=True) + + # LL: Compute the PhenomD Amplitude at the mapped l=m=2 fequencies + # NOTE: Use IMRPhenDAmplitude_NoCut instead of IMRPhenomD_Amp because + # the mapped frequencies can exceed fM_CUT for higher modes + + # compute time shift using pre-computed fRD, fdamp from pHM (with PhenomPv2 final spin) + theta = jnp.array([pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"]]) + PhenomD_coeffs = get_coeffs(theta) + + # IMPORTANT: Use PhenomD-style fRD, fdamp (from PhenomD QNM data) for the amplitude calculation. + # LAL's IMRPhenomDAmpFrequencySequence uses fring()/fdamp() from LALSimIMRPhenomD_internals.c + # which use QNMData_fring/QNMData_fdamp, NOT SimRingdownCW_CW07102016. + M_s = pHM["Mtot"] * MTSUN + f_RD = pHM["Mf_RD_22_PhenomD"] / M_s # Convert from Mf to Hz + f_damp = pHM["Mf_DM_22_PhenomD"] / M_s + + # Phase transition frequencies + f1 = 0.018 / (M_s) + f2 = 0.5 * f_RD + + # Amplitude transition frequencies + f3 = 0.014 / (M_s) + # Compute f4 (fmaxCalc) using the correct fRD, fdamp + gamma2, gamma3 = PhenomD_coeffs[5], PhenomD_coeffs[6] + f4 = jax.lax.cond( + gamma2 >= 1, + lambda: jnp.abs(f_RD + (-f_damp * gamma3) / gamma2), + lambda: jnp.abs( + f_RD + (f_damp * (-1 + jnp.sqrt(1 - gamma2**2)) * gamma3) / gamma2 + ), + ) + + PhenomD_transition_freqs = jnp.array([f1, f2, f3, f4, f_RD, f_damp]) + amps_normalized = IMRPhenDAmplitude_NoCut( + freqs_amp / (pHM["Mtot"] * MTSUN), + theta, + PhenomD_coeffs, + PhenomD_transition_freqs, + ) + + # Apply the Amp0 prefactor: amp0 = sqrt(2/3 * eta) * pi^(-1/6) * f^(-7/6) + # This matches LAL's IMRPhenDAmplitude which multiplies AmpInsAnsatz by AmpPreFac + eta = pHM["eta"] + amp0 = jnp.sqrt(2.0 / 3.0 * eta) * (PI ** (-1.0 / 6.0)) + # The prefactor is applied at the mapped frequencies (freqs_amp) + amps = amp0 * (freqs_amp ** (-7.0 / 6.0)) * amps_normalized + + # LL: Here we map the ampliude's range using two steps: + # (1) We divide by the leading order l=m=2 behavior, and then + # scale in the expected PN behavior for the multipole of interest. + # NOTE that this step is done at the mapped frequencies, + # which results in smooth behavior despite the sharp featured of the domain map. + # There are other (perhaps more intuitive) options for mapping the amplitudes, + # but these do not have the desired smooth features. + # (2) An additional scaling is needed to recover the desired PN ampitude. + # This is needed becuase only frequencies appropriate for the dominant + # quadrupole have been used thusly, so the current answer does not + # conform to PN expectations for inspiral. + # This is trikier than described here, so please give it a deeper think. + + # LL: Calculate the corrective factor for step #2 + beta_term1 = IMRPhenomHMOnePointFiveSpinPN( + freqs_geom, ell, mm, pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"] + ) + + # COMMENT FROM LAL CODE: + # HACK to fix equal black hole case producing NaNs. + # More elegant solution needed. + def beta_term1_nozero(): + beta_term2 = IMRPhenomHMOnePointFiveSpinPN( + 2 * freqs_geom / mm, + ell, + mm, + pHM["m1"], + pHM["m2"], + pHM["chi1z"], + pHM["chi2z"], + ) + + beta = beta_term1 / beta_term2 + + # LL: Apply steps #1 and #2 + HMamp_term1 = IMRPhenomHMOnePointFiveSpinPN( + freqs_amp, ell, mm, pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"] + ) + HMamp_term2 = IMRPhenomHMOnePointFiveSpinPN( + freqs_amp, 2, 2, pHM["m1"], pHM["m2"], 0.0, 0.0 + ) + + return beta * HMamp_term1 / HMamp_term2 + + rescaling = jnp.where( + beta_term1 == 0.0, + 0.0, + beta_term1_nozero(), + ) + return amps * rescaling + + +def IMRPhenomHMOnePointFiveSpinPN(fM, ell, m, M1, M2, X1z, X2z): + """ + Implementation of IMRPhenomHMOnePointFiveSpinPN from LALSimIMRPhenomHM.c + Currently supported modes: (2,1), (2,2), (3,2), (3,3), (4,4) + """ + + # LLondon 2017 + + # Define effective intinsic parameters + M_INPUT = M1 + M2 + M1 = M1 / (M_INPUT) + M2 = M2 / (M_INPUT) + M = M1 + M2 + eta = M1 * M2 / (M * M) + delta = jnp.sqrt(1.0 - 4 * eta) + Xs = 0.5 * (X1z + X2z) + Xa = 0.5 * (X1z - X2z) + + # Define PN parameter and realed powers + v = jnp.power(M * 2.0 * PI * fM / m, 1.0 / 3.0) + v2 = v * v + v3 = v * v2 + + # Define Leading Order Ampitude for each supported multipole + + # (l,m) = (2,2) + # THIS IS LEADING ORDER + def lm_22(): + return jnp.full_like(fM, 1.0, dtype=complex) + + def lm_21(): + # (l,m) = (2,1) + # SPIN TERMS ADDED + + # UP TO 4PN + v4 = v * v3 + return (jnp.sqrt(2.0) / 3.0) * ( + v * delta + - v2 * 1.5 * (Xa + delta * Xs) + + v3 * delta * ((335.0 / 672.0) + (eta * 117.0 / 56.0)) + + v4 + * ( + Xa * (3427.0 / 1344 - eta * 2101.0 / 336) + + delta * Xs * (3427.0 / 1344 - eta * 965 / 336) + + delta * (-1j * 0.5 - PI - 2 * 1j * 0.69314718056) + ) + ) + + def lm_33(): + # (l,m) = (3,3) + # THIS IS LEADING ORDER + return 0.75 * jnp.sqrt(5.0 / 7.0) * (v * delta) + 0 * 1j + + def lm_32(): + # (l,m) = (3,2) + # NO SPIN TERMS to avoid roots + return (1.0 / 3.0) * jnp.sqrt(5.0 / 7.0) * (v2 * (1.0 - 3.0 * eta)) + 0 * 1j + + def lm_44(): + # (l,m) = (4,4) + # THIS IS LEADING ORDER + return (4.0 / 9.0) * jnp.sqrt(10.0 / 7.0) * v2 * (1.0 - 3.0 * eta) + 0 * 1j + + key = ell * 10 + jnp.abs(m) + + # Map keys to indices + index = jnp.where( + key == 21, + 0, + jnp.where(key == 22, 1, jnp.where(key == 32, 2, jnp.where(key == 33, 3, 4))), + ) + + Hlm = jax.lax.switch(index, [lm_21, lm_22, lm_32, lm_33, lm_44]) + + # Compute the final PN Amplitude at Leading Order in fM + return M * M * PI * jnp.sqrt(eta * 2.0 / 3) * v ** (-3.5) * jnp.abs(Hlm) + + +def IMRPhenomHMPhase(freqs_geom: Array, pHM: dict, ell: int, mm: int): + """ + Returns IMRPhenomHM phase evaluated at a set of input frequencies for the l,m mode + Implementation of IMRPhenomHMPhase in LALSimIMRPhenomHM.c + """ + + q = {} + q = IMRPhenomHMPhasePreComp(q, ell, mm, pHM) + + # Get mode index for array lookup + mode_idx = pHM["mode_index_map"][ell, mm] + Rholm = pHM["Rholm"][mode_idx] + Taulm = pHM["Taulm"][mode_idx] + + # compute time shift using pre-computed fRD, fdamp from pHM (with PhenomPv2 final spin) + theta = jnp.array([pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"]]) + PhenomD_coeffs = get_coeffs(theta) + M_s = pHM["Mtot"] * MTSUN + f_RD = pHM["Mf_RD_22_PhenomD"] / M_s # Convert from Mf to Hz + f_damp = pHM["Mf_DM_22_PhenomD"] / M_s + + # Phase transition frequencies + f1 = 0.018 / (M_s) + f2 = 0.5 * f_RD + + # Amplitude transition frequencies + f3 = 0.014 / (M_s) + # Compute f4 (fmaxCalc) using the correct fRD, fdamp + gamma2, gamma3 = PhenomD_coeffs[5], PhenomD_coeffs[6] + f4 = jax.lax.cond( + gamma2 >= 1, + lambda: jnp.abs(f_RD + (-f_damp * gamma3) / gamma2), + lambda: jnp.abs( + f_RD + (f_damp * (-1 + jnp.sqrt(1 - gamma2**2)) * gamma3) / gamma2 + ), + ) + PhenomD_transition_freqs = jnp.array([f1, f2, f3, f4, f_RD, f_damp]) + + def PhenDPhaseA(freqs_geom): + Mf = (q["ai"] * freqs_geom + q["bi"]) / M_s # ripple PhenomD uses f[Hz] here + return ( + IMRPhenomD_Phase( + Mf, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["ai"] + ) + + def PhenDPhaseB(freqs_geom): + Mf = (q["am"] * freqs_geom + q["bm"]) / M_s + return ( + IMRPhenomD_Phase( + Mf, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["am"] + - q["PhDBconst"] + + q["PhDBAterm"] + ) + + def PhenDPhaseC(freqs_geom): + Mfr = (q["am"] * q["fr"] + q["bm"]) / M_s + tmpphaseC = ( + IMRPhenomD_Phase( + Mfr, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["am"] + - q["PhDBconst"] + + q["PhDBAterm"] + ) + Mf = (q["ar"] * freqs_geom + q["br"]) / M_s + return ( + IMRPhenomD_Phase( + Mf, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["ar"] + - q["PhDCconst"] + + tmpphaseC + ) + + phase = CSHIFT[jnp.abs(mm)] + jnp.where( + freqs_geom <= q["fi"], + PhenDPhaseA(freqs_geom), + jnp.where( + freqs_geom <= q["fr"], PhenDPhaseB(freqs_geom), PhenDPhaseC(freqs_geom) + ), + ) # - PI/2.0 # subtract 22-mode shift as this is accounted for in ripple? + + return phase + + +def IMRPhenomHMPhasePreComp(q: dict, ell: int, emm: int, pHM: dict): + """ + Implementation of IMRPhenomHMPhasePreComp in LALSimIMRPhenomHM.c + """ + + # NOTE: As long as Mfshift isn't >= fr then the value of the shift is arbitrary. + Mfshift = 0.0001 + + # Get mode index for array lookup + mode_idx = pHM["mode_index_map"][ell, emm] + + # I have moved the computation of f1, fi and fr outside of IMRPhenomHMFreqDomainMapParams + f1 = 0.018 # Dimensionless frequency (Mf) at which the inspiral phase switches to the intermediate phase + fi = f1 / pHM["Rholm"][mode_idx] + fr = pHM["PhenomHMfring"][mode_idx] + + flm_0 = Mfshift + flm_i = fi + Mfshift + flm_r = fr + Mfshift + + ai, bi = IMRPhenomHMFreqDomainMapParams(flm_0, ell, emm, pHM, ampFlag=False) + am, bm = IMRPhenomHMFreqDomainMapParams(flm_i, ell, emm, pHM, ampFlag=False) + ar, br = IMRPhenomHMFreqDomainMapParams(flm_r, ell, emm, pHM, ampFlag=False) + + q["ai"] = ai + q["bi"] = bi + q["am"] = am + q["bm"] = bm + q["ar"] = ar + q["br"] = br + + q["fi"] = fi + q["fr"] = fr + + Rholm = pHM["Rholm"][mode_idx] + Taulm = pHM["Taulm"][mode_idx] + + M_s = pHM["Mtot"] * MTSUN + theta = jnp.array([pHM["m1"], pHM["m2"], pHM["chi1z"], pHM["chi2z"]]) + PhenomD_coeffs = get_coeffs(theta) + + # IMPORTANT: Use PhenomD-style fRD/fdamp (from PhenomD QNM data with PhenomPv2 final spin) + # to match LAL's IMRPhenomDSetupAmpAndPhaseCoefficients behavior + f_RD = pHM["Mf_RD_22_PhenomD"] / M_s # Convert from Mf to Hz + f_damp = pHM["Mf_DM_22_PhenomD"] / M_s + PhenomD_transition_freqs = get_transition_frequencies_from_fRD_fdamp( + theta, PhenomD_coeffs[5], PhenomD_coeffs[6], f_RD, f_damp + ) + + PhDBMf = q["am"] * fi + q["bm"] + q["PhDBconst"] = ( + IMRPhenomD_Phase( + PhDBMf / M_s, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["am"] + ) + + PhDCMf = q["ar"] * fr + q["br"] + q["PhDCconst"] = ( + IMRPhenomD_Phase( + PhDCMf / M_s, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["ar"] + ) + + PhDBAMf = q["ai"] * fi + q["bi"] + q["PhDBAterm"] = ( + IMRPhenomD_Phase( + PhDBAMf / M_s, theta, PhenomD_coeffs, PhenomD_transition_freqs, Rholm, Taulm + ) + / q["ai"] + ) + return q + + +def IMRPhenomHMFreqDomainMapParams( + flm: float, # input waveform frequency + ell: int, # spherical harmonics ell mode + mm: int, # spherical harmonics m mode + pHM: dict, + ampFlag: bool, # is ==1 then computes for amplitude, if ==0 then computes for phase +): + """ + Implementation of the phase computation of IMRPhenomHMFreqDomainMapParams in LALSimIMRPhenomHM.c + """ + + # Get mode index for array lookup + mode_idx = pHM["mode_index_map"][ell, mm] + + Mf_1_22 = jax.lax.select( + ampFlag, + 0.014, # Dimensionless frequency (Mf) at which the inspiral amplitude switches to the intermediate amplitude + 0.018, # Dimensionless frequency (Mf) at which the inspiral phase switches to the intermediate phase + ) + Mf_RD_22 = pHM["Mf_RD_22"] + Mf_RD_lm = pHM["PhenomHMfring"][mode_idx] + + # Define a ratio of QNM frequencies to be used for scaling various quantities + Rholm = pHM["Rholm"][mode_idx] + + # Given experiments with the l!=m modes, it appears that the QNM scaling rather than the PN scaling may be optimal for mapping f1 + Mf_1_lm = Mf_1_22 / Rholm + + # Define transition frequencies + fi = Mf_1_lm + fr = Mf_RD_lm + + # Define the slope and intercepts of the linear transformation used + Ai = 2.0 / mm + Bi = 0.0 + + Am, Bm = IMRPhenomHMSlopeAmAndBm(mm, fi, fr, Mf_RD_22, Mf_RD_lm, ampFlag, ell, pHM) + + Ar = jax.lax.select( + ampFlag, + 1.0, # For amplitude + Rholm, # For phase + ) + Br = jax.lax.select( + ampFlag, + -Mf_RD_lm + Mf_RD_22, # For amplitude + 0.0, # For phase + ) + + a, b = IMRPhenomHMMapParams(flm, fi, fr, Ai, Bi, Am, Bm, Ar, Br) + + return a, b + + +def IMRPhenomHMSlopeAmAndBm( + mm: int, + fi: float, + fr: float, + Mf_RD_22: float, + Mf_RD_lm: float, + AmpFlag: bool, + ell: int, + pHM: dict, +): + """ + Implementation of IMRPhenomHMSlopeAmAndBm in LALSimIMRPhenomHM.c + """ + # Get mode index for array lookup + mode_idx = pHM["mode_index_map"][ell, mm] + + Trd = IMRPhenomHMTrd(fr, Mf_RD_22, Mf_RD_lm, AmpFlag, mode_idx, pHM) + Ti = 2.0 * fi / mm # = IMRPhenomHMTi(fi, mm), line 543 + + Am = (Trd - Ti) / (fr - fi) + Bm = Ti - fi * Am + + return Am, Bm + + +def IMRPhenomHMTrd( + Mf: float, Mf_RD_22: float, Mf_RD_lm: float, AmpFlag: bool, mode_idx: int, pHM: dict +): + """ + Implementation of IMRPhenomHMTrd in LALSimIMRPhenomHM.c + domain mapping function - ringdown + """ + + return jax.lax.select( + AmpFlag, + Mf + - Mf_RD_lm + + Mf_RD_22, # Used for the Amplitude as an approx fix for post merger powerlaw slope + pHM["Rholm"][mode_idx] * Mf, # Used for the Phase + ) + + +def IMRPhenomHMMapParams( + flm: float, + fi: float, + fr: float, + Ai: float, + Bi: float, + Am: float, + Bm: float, + Ar: float, + Br: float, +): + """ + Implementation of IMRPhenomHMMapParams in LALSimIMRPhenomHM.c, line 557 + """ + # Define function to output map params used depending on + a = jnp.where(flm > fi, jnp.where(flm > fr, Ar, Am), Ai) + b = jnp.where(flm > fi, jnp.where(flm > fr, Br, Bm), Bi) + return a, b + + +def XLALSimPhenomUtilsChiP(m1, m2, s1x, s1y, s2x, s2y): + """ + Compute the effective precession parameter chip. + + This is a JAX translation of LALSimIMRPhenomUtils.c XLALSimPhenomUtilsChiP. + + Parameters + ---------- + m1 : float or array + Mass of companion 1 (solar masses) + m2 : float or array + Mass of companion 2 (solar masses) + s1x : float or array + x-component of the dimensionless spin of object 1 w.r.t. Lhat = (0,0,1) + s1y : float or array + y-component of the dimensionless spin of object 1 w.r.t. Lhat = (0,0,1) + s2x : float or array + x-component of the dimensionless spin of object 2 w.r.t. Lhat = (0,0,1) + s2y : float or array + y-component of the dimensionless spin of object 2 w.r.t. Lhat = (0,0,1) + + Returns + ------- + chip : float or array + Effective precession parameter + """ + m1_2 = m1 * m1 + m2_2 = m2 * m2 + + # Magnitude of the spin projections in the orbital plane + S1_perp = m1_2 * jnp.sqrt(s1x * s1x + s1y * s1y) + S2_perp = m2_2 * jnp.sqrt(s2x * s2x + s2y * s2y) + + A1 = 2.0 + (3.0 * m2) / (2.0 * m1) + A2 = 2.0 + (3.0 * m1) / (2.0 * m2) + ASp1 = A1 * S1_perp + ASp2 = A2 * S2_perp + + num = jnp.where(ASp2 > ASp1, ASp2, ASp1) + den = jnp.where(m2 > m1, A2 * m2_2, A1 * m1_2) + chip = num / den + + return chip diff --git a/src/ripplegw/waveforms/IMRPhenomX_utils.py b/src/ripplegw/waveforms/IMRPhenomX_utils.py index a8f8c48c..03bada10 100644 --- a/src/ripplegw/waveforms/IMRPhenomX_utils.py +++ b/src/ripplegw/waveforms/IMRPhenomX_utils.py @@ -1,10 +1,6 @@ -from typing import Tuple - import jax.numpy as jnp -import jax -from ..constants import gt, PI -from ..typing import Array +from ..constants import MTSUN, PI # Dimensionless cutoff frequency for PhenomXAS fM_CUT = 0.3 @@ -13,8 +9,8 @@ def get_cutoff_fMs(m1, m2, chi1, chi2): # This function returns a variety of frequencies needed for computing IMRPhenomXAS # In particular, we have fRD, fdamp, fMECO, FISCO - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta_s = m1_s * m2_s / (M_s**2.0) # m1Sq = m1_s * m1_s diff --git a/src/ripplegw/waveforms/IMRPhenom_tidal_utils.py b/src/ripplegw/waveforms/IMRPhenom_tidal_utils.py index 56ffb203..430a6c93 100644 --- a/src/ripplegw/waveforms/IMRPhenom_tidal_utils.py +++ b/src/ripplegw/waveforms/IMRPhenom_tidal_utils.py @@ -4,7 +4,7 @@ import jax import jax.numpy as jnp -from ..typing import Array +from jaxtyping import Array def universal_relation(coeffs: Array, x: float): diff --git a/src/ripplegw/waveforms/LALSimIMRPhenomX_precession.py b/src/ripplegw/waveforms/LALSimIMRPhenomX_precession.py new file mode 100644 index 00000000..3fa69481 --- /dev/null +++ b/src/ripplegw/waveforms/LALSimIMRPhenomX_precession.py @@ -0,0 +1,1362 @@ +import dataclasses +import jax.numpy as jnp +from ..constants import MTSUN +import jax + +from .initialise_MSA_system import ( + IMRPhenomX_Initialize_MSA_System, + IMRPhenomX_Return_phi_zeta_costhetaL_MSA, +) + + +@jax.tree_util.register_dataclass +@dataclasses.dataclass +class CommonConstants: + sqrt2: float = 1.4142135623730951 + sqrt5: float = 2.23606797749978981 + sqrt6: float = 2.44948974278317788 + sqrt7: float = 2.64575131106459072 + sqrt10: float = 3.16227766016838 + sqrt14: float = 3.74165738677394133 + sqrt15: float = 3.87298334620741702 + sqrt70: float = 8.36660026534075563 + sqrt30: float = 5.477225575051661 + sqrt2p5: float = 1.58113883008419 + log16: float = 2.772588722239781 + power_of_lalpi_2: float = 9.869604401089358 + MAX_TOL_ATAN: float = 1.0e-15 + + +def compute_evolved_spin_using_msa( + Mf, + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + emm, + reference_frequency, + kappa, + phiJ_Sf, +): + """ + Mf: + mass_1: Heavier black hole mass in solar mass units + mass_2: lighter black hole mass in solar mass units + chi1x, chi1y, chi1z: dimensionless spins of first black hole + chi2x, chi2y, chi2z: dimensionless spins of second black hole + emm: the index m of the mode (l, m) + reference_frequency: + kappa: + phiJ_Sf: + """ + inspiral_mask = Mf < 0.3 + # Mf = jnp.clip(Mf, a_max=0.3) + phenom_xp_convention = 1 + eta = mass_1 * mass_2 / jnp.power(mass_1 + mass_2, 2) + Msec = (mass_1 + mass_2) * MTSUN + piM = jnp.pi * Msec + + # if pflag in 220, 221, 222, 223, 224... + # Line 597 + msa_init = IMRPhenomX_Initialize_MSA_System( + mass_1=mass_1, + mass_2=mass_2, + chi1x=chi1x, + chi1y=chi1y, + chi1z=chi1z, + chi2x=chi2x, + chi2y=chi2y, + chi2z=chi2z, + reference_frequency=reference_frequency, + ) + + alpha0 = jnp.pi - kappa # For phenom_xp_convention = 1 + + epsilon0 = set_epsilon0(phenom_xp_convention, phiJ_Sf) + + # LAL computes the offset with mprime=2 for ALL modes during initialization + # (see LALSimIMRPhenomX_precession.c line 1192), then uses those same offsets + # for all modes. The actual mode's emm is only used when computing the angles + # at runtime via v = cbrt(pi * Mf * 2/emm). + mprime_for_offset = 2 + + eta2 = jnp.power(eta, 2) + eta3 = jnp.power(eta, 3) + eta4 = jnp.power(eta, 4) + inveta = jnp.power(eta, -1) + + SAv2 = msa_init[15] + SAv = jnp.sqrt(SAv2) + invSAv = jnp.power(SAv, -1) + invSAv2 = jnp.power(SAv2, -1) + + qq = mass_2 / mass_1 + delta_qq = (1 - qq) / (1 + qq) + + # When convention five or seven are false... + # NH My understanding is that these are just vanlges at the reference frequency for the 22 mode. + + alpha_offset, epsilon_offset = Get_alphaepsilon_atfref( + mprime_for_offset, + piM, + reference_frequency, + alpha0, + epsilon0, + eta=eta, + eta2=eta2, + eta3=eta3, + eta4=eta4, + inveta=inveta, + SAv=SAv, + SAv2=SAv2, + invSAv=invSAv, + invSAv2=invSAv2, + qq=qq, + delta_qq=delta_qq, + Omegaz0_coeff=msa_init[0], + Omegaz1_coeff=msa_init[1], + Omegaz2_coeff=msa_init[2], + Omegaz3_coeff=msa_init[3], + Omegaz4_coeff=msa_init[4], + Omegaz5_coeff=msa_init[5], + Omegazeta0_coeff=msa_init[6], + Omegazeta1_coeff=msa_init[7], + Omegazeta2_coeff=msa_init[8], + Omegazeta3_coeff=msa_init[9], + Omegazeta4_coeff=msa_init[10], + Omegazeta5_coeff=msa_init[11], + g0=msa_init[12], + c1=msa_init[13], + c1_over_eta=msa_init[14], + Seff=msa_init[16], + dotS1Ln=msa_init[17], + dotS2Ln=msa_init[18], + S_0_norm=msa_init[19], + psi0=msa_init[20], + psi1=msa_init[21], + psi2=msa_init[22], + phiz_0=msa_init[23], + zeta_0=msa_init[24], + constants_L_0=msa_init[25], + constants_L_1=msa_init[26], + constants_L_2=msa_init[27], + constants_L_3=msa_init[28], + constants_L_4=msa_init[29], + S1_norm_2=msa_init[30], + S2_norm_2=msa_init[31], + ) + + vangles = compute_vangles( + Mf=Mf, + emm=emm, + eta=eta, + eta2=eta2, + eta3=eta3, + eta4=eta4, + inveta=inveta, + SAv=SAv, + SAv2=SAv2, + invSAv=invSAv, + invSAv2=invSAv2, + qq=qq, + delta_qq=delta_qq, + Omegaz0_coeff=msa_init[0], + Omegaz1_coeff=msa_init[1], + Omegaz2_coeff=msa_init[2], + Omegaz3_coeff=msa_init[3], + Omegaz4_coeff=msa_init[4], + Omegaz5_coeff=msa_init[5], + Omegazeta0_coeff=msa_init[6], + Omegazeta1_coeff=msa_init[7], + Omegazeta2_coeff=msa_init[8], + Omegazeta3_coeff=msa_init[9], + Omegazeta4_coeff=msa_init[10], + Omegazeta5_coeff=msa_init[11], + g0=msa_init[12], + c1=msa_init[13], + c1_over_eta=msa_init[14], + Seff=msa_init[16], + dotS1Ln=msa_init[17], + dotS2Ln=msa_init[18], + S_0_norm=msa_init[19], + psi0=msa_init[20], + psi1=msa_init[21], + psi2=msa_init[22], + phiz_0=msa_init[23], + zeta_0=msa_init[24], + constants_L_0=msa_init[25], + constants_L_1=msa_init[26], + constants_L_2=msa_init[27], + constants_L_3=msa_init[28], + constants_L_4=msa_init[29], + S1_norm_2=msa_init[30], + S2_norm_2=msa_init[31], + ) + + alpha_out = jnp.where(inspiral_mask, vangles[0] - alpha_offset, 0.0) + epsilon_out = jnp.where(inspiral_mask, vangles[1] - epsilon_offset, 0.0) + cos_beta_out = jnp.where(inspiral_mask, vangles[2], 0.0) + + debug = False + if debug: + jax.debug.print("ripple debug msa_init[0] Omegaz0_coeff = {}", msa_init[0]) + jax.debug.print("ripple debug msa_init[1] Omegaz1_coeff = {}", msa_init[1]) + jax.debug.print("ripple debug msa_init[2] Omegaz2_coeff = {}", msa_init[2]) + jax.debug.print("ripple debug msa_init[3] Omegaz3_coeff = {}", msa_init[3]) + jax.debug.print("ripple debug msa_init[4] Omegaz4_coeff = {}", msa_init[4]) + jax.debug.print("ripple debug msa_init[5] Omegaz5_coeff = {}", msa_init[5]) + jax.debug.print("ripple debug msa_init[6] Omegazeta0_coeff = {}", msa_init[6]) + jax.debug.print("ripple debug msa_init[7] Omegazeta1_coeff = {}", msa_init[7]) + jax.debug.print("ripple debug msa_init[8] Omegazeta2_coeff = {}", msa_init[8]) + jax.debug.print("ripple debug msa_init[9] Omegazeta3_coeff = {}", msa_init[9]) + jax.debug.print("ripple debug msa_init[10] Omegazeta4_coeff = {}", msa_init[10]) + jax.debug.print("ripple debug msa_init[11] Omegazeta5_coeff = {}", msa_init[11]) + jax.debug.print("ripple debug msa_init[12] g0 = {}", msa_init[12]) + jax.debug.print("ripple debug msa_init[13] c1 = {}", msa_init[13]) + jax.debug.print("ripple debug msa_init[14] c1_over_eta = {}", msa_init[14]) + jax.debug.print("ripple debug msa_init[15] SAv2 = {}", msa_init[15]) + jax.debug.print("ripple debug msa_init[16] Seff = {}", msa_init[16]) + jax.debug.print("ripple debug msa_init[17] dotS1Ln = {}", msa_init[17]) + jax.debug.print("ripple debug msa_init[18] dotS2Ln = {}", msa_init[18]) + jax.debug.print("ripple debug msa_init[19] S_0_norm = {}", msa_init[19]) + jax.debug.print("ripple debug msa_init[20] psi0 = {}", msa_init[20]) + jax.debug.print("ripple debug msa_init[21] psi1 = {}", msa_init[21]) + jax.debug.print("ripple debug msa_init[22] psi2 = {}", msa_init[22]) + jax.debug.print("ripple debug msa_init[23] phiz_0 = {}", msa_init[23]) + jax.debug.print("ripple debug msa_init[24] zeta_0 = {}", msa_init[24]) + jax.debug.print("ripple debug msa_init[25] constants_L_0 = {}", msa_init[25]) + jax.debug.print("ripple debug msa_init[26] constants_L_1 = {}", msa_init[26]) + jax.debug.print("ripple debug msa_init[27] constants_L_2 = {}", msa_init[27]) + jax.debug.print("ripple debug msa_init[28] constants_L_3 = {}", msa_init[28]) + jax.debug.print("ripple debug msa_init[29] constants_L_4 = {}", msa_init[29]) + jax.debug.print("ripple debug msa_init[30] S1_norm_2 = {}", msa_init[30]) + jax.debug.print("ripple debug msa_init[31] S2_norm_2 = {}", msa_init[31]) + jax.debug.print("ripple debug alpha_offset = {}", alpha_offset) + jax.debug.print("ripple debug epsilon_offset = {}", epsilon_offset) + jax.debug.print("ripple debug emm = {}", emm) + jax.debug.print("ripple debug vangles[0] (phi_z) = {}", vangles[0]) + jax.debug.print("ripple debug vangles[1] (zeta) = {}", vangles[1]) + jax.debug.print("ripple debug vangles[2] (cosbeta)= {}", vangles[2]) + jax.debug.print("ripple debug alpha_out = {}", alpha_out) + jax.debug.print("ripple debug epsilon_out = {}", epsilon_out) + jax.debug.print("ripple debug cos_beta_out = {}", cos_beta_out) + jax.debug.print("ripple debug Mf = {}", Mf) + + def _save_vangles(Mf_, va0, va1, va2, a_off, e_off, a_out, e_out, emm_): + import numpy as np + + fname = f"ripple_debug_vangles_emm{int(emm_)}.dat" + data = np.column_stack( + [ + Mf_, + va0, + va1, + va2, + np.full_like(Mf_, float(a_off)), + np.full_like(Mf_, float(e_off)), + a_out, + e_out, + ] + ) + np.savetxt( + fname, + data, + header="Mf vangles0(phi_z) vangles1(zeta) vangles2(cosbeta) alpha_offset epsilon_offset alpha_out epsilon_out", + ) + + jax.debug.callback( + _save_vangles, + Mf, + vangles[0], + vangles[1], + vangles[2], + alpha_offset, + epsilon_offset, + alpha_out, + epsilon_out, + emm, + ) + + return alpha_out, epsilon_out, cos_beta_out + + +def compute_vangles( + Mf, + emm, + eta, + eta2, + eta3, + eta4, + inveta, + c1, + c1_over_eta, + SAv, + SAv2, + invSAv, + invSAv2, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + qq, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + g0, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, +): + v = jnp.cbrt(jnp.pi * Mf * 2.0 / emm) + + vangles = IMRPhenomX_Return_phi_zeta_costhetaL_MSA( + v, + eta, + eta2, + eta3, + eta4, + inveta, + c1, + c1_over_eta, + SAv, + SAv2, + invSAv, + invSAv2, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + qq, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + g0, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, + ) + return vangles + + +def compute_thetaJN_and_kappa( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + LRef, + phiRef_In, + inclination, +): + mass1_2 = jnp.power(mass_1, 2) + mass2_2 = jnp.power(mass_2, 2) + + J0x_Sf = (mass1_2) * chi1x + (mass2_2) * chi2x + J0y_Sf = (mass1_2) * chi1y + (mass2_2) * chi2y + J0z_Sf = (mass1_2) * chi1z + (mass2_2) * chi2z + LRef + + J0_Sf = jnp.array([J0x_Sf, J0y_Sf, J0z_Sf]) + J0 = jnp.sqrt(J0x_Sf * J0x_Sf + J0y_Sf * J0y_Sf + J0z_Sf * J0z_Sf) + + # Compress line 772 - 781 + # /* Get angle between J0 and LN (z-direction) */ + # thetaJ_Sf = jax.lax.cond( + # J0 < 1e-10, lambda _: 0.0, lambda _: jnp.acos(J0z_Sf / J0), operand=None + # ) + + thetaJ_Sf = jax.lax.cond( + J0 < 1e-10, + lambda _: 0.0, + lambda _: jnp.acos(jnp.clip(J0z_Sf / J0, -1.0, 1.0)), + operand=None, + ) + + # Line 783 + phiRef = phiRef_In + # Line 785 + MAX_TOL_ATAN = 1.0e-15 + + tol_condition = (jnp.abs(J0x_Sf) < MAX_TOL_ATAN) & (jnp.abs(J0y_Sf) < MAX_TOL_ATAN) + # Compress line 797-825 + # Get azimuthal angle of J0 in the source frame + phiJ_Sf = get_phiJ_Sf(tol_condition, J0_Sf) + + # Determine kappa via rotations, as above */ + Nx_Sf = jnp.sin(inclination) * jnp.cos((jnp.pi / 2.0) - phiRef) + Ny_Sf = jnp.sin(inclination) * jnp.sin((jnp.pi / 2.0) - phiRef) + Nz_Sf = jnp.cos(inclination) + N_Sf = jnp.array([Nx_Sf, Ny_Sf, Nz_Sf]) + + v_in = jnp.array([Nx_Sf, Ny_Sf, Nz_Sf]) + + vout = IMRPhenomX_rotate_z(-phiJ_Sf, v_in) + vout = IMRPhenomX_rotate_y(-thetaJ_Sf, vout) + + # /* Note difference in overall - sign w.r.t PhenomPv2 code */ + kappa = XLALSimIMRPhenomXatan2tol(vout[1], vout[0], MAX_TOL_ATAN) + + # /* Now determine alpha0 by rotating LN. In the source frame, LN = {0,0,1} */ + tmp_x = 0.0 + tmp_y = 0.0 + tmp_z = 1.0 + v_in = jnp.array([tmp_x, tmp_y, tmp_z]) + vout = IMRPhenomX_rotate_z(-phiJ_Sf, v_in) + vout = IMRPhenomX_rotate_y(-thetaJ_Sf, vout) + vout = IMRPhenomX_rotate_z(-kappa, vout) + + # Compress line 887 - 930 + tol_condition = (jnp.abs(vout[0]) < MAX_TOL_ATAN) & ( + jnp.abs(vout[1]) < MAX_TOL_ATAN + ) + + # Compress line 931-966 + thetaJN, Nz_Jf, Nx_Jf = thetaJN_Nz_Nx_1_6_7(N_Sf, J0_Sf, J0) + + return thetaJN, Nz_Jf, Nx_Jf, phiJ_Sf, kappa + + +def compute_zeta_polarization( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + LRef, + phiRef_In, + inclination, + Nz_Jf, + Nx_Jf, + kappa, +): + mass1_2 = jnp.power(mass_1, 2) + mass2_2 = jnp.power(mass_2, 2) + + J0x_Sf = (mass1_2) * chi1x + (mass2_2) * chi2x + J0y_Sf = (mass1_2) * chi1y + (mass2_2) * chi2y + J0z_Sf = (mass1_2) * chi1z + (mass2_2) * chi2z + LRef + + J0_Sf = jnp.array([J0x_Sf, J0y_Sf, J0z_Sf]) + J0 = jnp.sqrt(J0x_Sf * J0x_Sf + J0y_Sf * J0y_Sf + J0z_Sf * J0z_Sf) + + # Compress line 772 - 781 + # /* Get angle between J0 and LN (z-direction) */ + # thetaJ_Sf = jax.lax.cond( + # J0 < 1e-10, lambda _: 0.0, lambda _: jnp.acos(J0z_Sf / J0), operand=None + # ) + + thetaJ_Sf = jax.lax.cond( + J0 < 1e-10, + lambda _: 0.0, + lambda _: jnp.acos(jnp.clip(J0z_Sf / J0, -1.0, 1.0)), + operand=None, + ) + + # Line 783 + + # Line 785 + MAX_TOL_ATAN = 1.0e-15 + + tol_condition = (jnp.abs(J0x_Sf) < MAX_TOL_ATAN) & (jnp.abs(J0y_Sf) < MAX_TOL_ATAN) + # Compress line 797-825 + # Get azimuthal angle of J0 in the source frame + phiJ_Sf = get_phiJ_Sf(tol_condition, J0_Sf) + + # /* Now determine alpha0 by rotating LN. In the source frame, LN = {0,0,1} */ + tmp_x = 0.0 + tmp_y = 0.0 + tmp_z = 1.0 + + v_in = jnp.array([tmp_x, tmp_y, tmp_z]) + vout = IMRPhenomX_rotate_z(-phiJ_Sf, v_in) + vout = IMRPhenomX_rotate_y(-thetaJ_Sf, vout) + vout = IMRPhenomX_rotate_z(-kappa, vout) + + """ + Define the polarizations used. This follows the conventions adopted for IMRPhenomPv2. + + The IMRPhenomP polarizations are defined following the conventions in Arun et al (arXiv:0810.5336), + i.e. projecting the metric onto the P, Q, N triad defining where: P = (N x J) / |N x J|. + + However, the triad X,Y,N used in LAL (the "waveframe") follows the definition in the + NR Injection Infrastructure (Schmidt et al, arXiv:1703.01076). + + The triads differ from each other by a rotation around N by an angle zeta. We therefore need to rotate + the polarizations by an angle 2 zeta. + """ + + Xx_Sf = -jnp.cos(inclination) * jnp.sin(phiRef_In) + Xy_Sf = -jnp.cos(inclination) * jnp.cos(phiRef_In) + Xz_Sf = +jnp.sin(inclination) + + v = jnp.array([Xx_Sf, Xy_Sf, Xz_Sf]) + vout = IMRPhenomX_rotate_z(-phiJ_Sf, v) + vout = IMRPhenomX_rotate_y(-thetaJ_Sf, vout) + vout = IMRPhenomX_rotate_z(-kappa, vout) + + """ + + The components tmp_i are now the components of X in the J frame. + + We now need the polar angle of this vector in the P, Q basis of Arun et al: + + P = (N x J) / |NxJ| + + Note, that we put N in the (pos x)z half plane of the J frame + + """ + + # Compress line 1002-1034 + PArun_Jf, QArun_Jf = PQ_Arun_1_6_7(Nx_Jf, Nz_Jf) + + # As it is line 1035-1043 + # (X . P) + XdotPArun = ( + (vout[0] * PArun_Jf[0]) + (vout[1] * PArun_Jf[1]) + (vout[2] * PArun_Jf[2]) + ) + + # (X . Q) + XdotQArun = ( + (vout[0] * QArun_Jf[0]) + (vout[1] * QArun_Jf[1]) + (vout[2] * QArun_Jf[2]) + ) + + # Now get the angle zeta + zeta_polarization = jnp.atan2(XdotQArun, XdotPArun) + return zeta_polarization + + +def compute_thetaJN_kappa_and_zeta( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + LRef, + phiRef_In, + inclination, +): + """Compute thetaJN, Nz_Jf, Nx_Jf, phiJ_Sf, kappa, and zeta_polarization. + + Fuses compute_thetaJN_and_kappa with compute_zeta_polarization so that the + total angular momentum vector J0, thetaJ_Sf, and phiJ_Sf are computed only + once instead of twice. + + Returns: + thetaJN, Nz_Jf, Nx_Jf, phiJ_Sf, kappa, zeta_polarization + """ + mass1_2 = mass_1 * mass_1 + mass2_2 = mass_2 * mass_2 + + J0x_Sf = mass1_2 * chi1x + mass2_2 * chi2x + J0y_Sf = mass1_2 * chi1y + mass2_2 * chi2y + J0z_Sf = mass1_2 * chi1z + mass2_2 * chi2z + LRef + + J0_Sf = jnp.array([J0x_Sf, J0y_Sf, J0z_Sf]) + J0 = jnp.sqrt(J0x_Sf * J0x_Sf + J0y_Sf * J0y_Sf + J0z_Sf * J0z_Sf) + + thetaJ_Sf = jax.lax.cond( + J0 < 1e-10, + lambda _: 0.0, + lambda _: jnp.acos(jnp.clip(J0z_Sf / J0, -1.0, 1.0)), + operand=None, + ) + + MAX_TOL_ATAN = 1.0e-15 + tol_condition = (jnp.abs(J0x_Sf) < MAX_TOL_ATAN) & (jnp.abs(J0y_Sf) < MAX_TOL_ATAN) + phiJ_Sf = get_phiJ_Sf(tol_condition, J0_Sf) + + # --- Part 1: kappa and thetaJN (from compute_thetaJN_and_kappa) --- + Nx_Sf = jnp.sin(inclination) * jnp.cos((jnp.pi / 2.0) - phiRef_In) + Ny_Sf = jnp.sin(inclination) * jnp.sin((jnp.pi / 2.0) - phiRef_In) + Nz_Sf = jnp.cos(inclination) + N_Sf = jnp.array([Nx_Sf, Ny_Sf, Nz_Sf]) + + vout = IMRPhenomX_rotate_z(-phiJ_Sf, N_Sf) + vout = IMRPhenomX_rotate_y(-thetaJ_Sf, vout) + kappa = XLALSimIMRPhenomXatan2tol(vout[1], vout[0], MAX_TOL_ATAN) + + thetaJN, Nz_Jf, Nx_Jf = thetaJN_Nz_Nx_1_6_7(N_Sf, J0_Sf, J0) + + # --- Part 2: zeta_polarization (from compute_zeta_polarization) --- + Xx_Sf = -jnp.cos(inclination) * jnp.sin(phiRef_In) + Xy_Sf = -jnp.cos(inclination) * jnp.cos(phiRef_In) + Xz_Sf = +jnp.sin(inclination) + v = jnp.array([Xx_Sf, Xy_Sf, Xz_Sf]) + vout = IMRPhenomX_rotate_z(-phiJ_Sf, v) + vout = IMRPhenomX_rotate_y(-thetaJ_Sf, vout) + vout = IMRPhenomX_rotate_z(-kappa, vout) + + PArun_Jf, QArun_Jf = PQ_Arun_1_6_7(Nx_Jf, Nz_Jf) + XdotPArun = vout[0] * PArun_Jf[0] + vout[1] * PArun_Jf[1] + vout[2] * PArun_Jf[2] + XdotQArun = vout[0] * QArun_Jf[0] + vout[1] * QArun_Jf[1] + vout[2] * QArun_Jf[2] + zeta_polarization = jnp.atan2(XdotQArun, XdotPArun) + + return thetaJN, Nz_Jf, Nx_Jf, phiJ_Sf, kappa, zeta_polarization + + +def PQ_Arun_1_6_7(Nx_Jf, Nz_Jf): + # Get polar angle of X vector in J frame in the P,Q basis of Arun et al + PArunx_Jf = Nz_Jf + PAruny_Jf = 0.0 + PArunz_Jf = -Nx_Jf + + QArunx_Jf = 0.0 + QAruny_Jf = 1.0 + QArunz_Jf = 0.0 + + return jnp.array([PArunx_Jf, PAruny_Jf, PArunz_Jf]), jnp.array( + [QArunx_Jf, QAruny_Jf, QArunz_Jf] + ) + + +def thetaJN_Nz_Nx_1_6_7(N_Sf, J0_Sf, J0): + # Line 957-962 + + J0dotN = (J0_Sf[0] * N_Sf[0]) + (J0_Sf[1] * N_Sf[1]) + (J0_Sf[2] * N_Sf[2]) + cos_thetaJN = jax.lax.cond( + J0 < 1e-10, + lambda _: 1.0, + lambda _: jnp.clip(J0dotN / J0, -1.0, 1.0), + operand=None, + ) + thetaJN = jnp.acos(cos_thetaJN) + Nz_Jf = jnp.cos(thetaJN) + Nx_Jf = jnp.sin(thetaJN) + + return thetaJN, Nz_Jf, Nx_Jf + + +def get_phiJ_Sf(tol_condition, J0_Sf): + """ + Compute phiJ_Sf based on tolerance condition. + + Since convention_condition is always False, this simplifies to: + - If tol_condition is True: return 0.0 + - Otherwise: return atan2(J0_Sf[1], J0_Sf[0]) + """ + phiJ_Sf = jax.lax.cond( + tol_condition, + lambda _: 0.0, + lambda _: jnp.atan2(J0_Sf[1], J0_Sf[0]), + operand=None, + ) + + return phiJ_Sf + + +def Get_alphaepsilon_atfref( + mprime, + piM, + fRef, + alpha0, + epsilon0, + eta, + eta2, + eta3, + eta4, + inveta, + c1, + c1_over_eta, + SAv, + SAv2, + invSAv, + invSAv2, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + qq, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + g0, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, +): + omega_ref = piM * fRef * 2 / mprime + + alpha_offset, epsilon_offset = Get_alphaepsilon_atfref_pflag_true( + omega_ref, + alpha0, + epsilon0, + eta, + eta2, + eta3, + eta4, + inveta, + c1, + c1_over_eta, + SAv, + SAv2, + invSAv, + invSAv2, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + qq, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + g0, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, + ) + + return alpha_offset, epsilon_offset + + +def Get_alphaepsilon_atfref_pflag_true( + omega_ref, + alpha0, + epsilon0, + eta, + eta2, + eta3, + eta4, + inveta, + c1, + c1_over_eta, + SAv, + SAv2, + invSAv, + invSAv2, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + qq, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + g0, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, +): + v = jnp.cbrt(omega_ref) + vangles = IMRPhenomX_Return_phi_zeta_costhetaL_MSA( + v, + eta, + eta2, + eta3, + eta4, + inveta, + c1, + c1_over_eta, + SAv, + SAv2, + invSAv, + invSAv2, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + qq, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + g0, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, + ) + + alpha_offset = vangles[0] - alpha0 + epsilon_offset = vangles[1] - epsilon0 + return alpha_offset, epsilon_offset + + +def flag_222_223_twoPN_non_spinning_orbitan_angular_momentum( + eta, eta2, chi1L, chi2L, delta, power_of_lalpi_2 +): + L0 = 1.0 + L1 = 0.0 + L2 = 3.0 / 2.0 + eta / 6.0 + L3 = ( + -7 * (chi1L + chi2L + chi1L * delta - chi2L * delta) + 5 * (chi1L + chi2L) * eta + ) / 6.0 + L4 = (81 + (-57 + eta) * eta) / 24.0 + L5 = ( + -1650 * (chi1L + chi2L + chi1L * delta - chi2L * delta) + + 1336 * (chi1L + chi2L) * eta + + 511 * (chi1L - chi2L) * delta * eta + + 28 * (chi1L + chi2L) * eta2 + ) / 600.0 + L6 = ( + 10935 + eta * (-62001 + 1674 * eta + 7 * eta2 + 2214 * power_of_lalpi_2) + ) / 1296.0 + L7 = 0.0 + L8 = 0.0 + L8L = 0.0 + return jnp.array([L0, L1, L2, L3, L4, L5, L6, L7, L8, L8L]) + + +def set_epsilon0(phenom_xp_convention, phiJ_Sf): + epsilon0 = jax.lax.cond( + jnp.isin(phenom_xp_convention, jnp.array([1, 6])), + lambda _: phiJ_Sf - jnp.pi, + lambda _: 0.0, + operand=None, + ) + + return epsilon0 + + +# --------------------------------------------------------------------------- +# MSA precession setup helpers – hoist the emm-invariant work out of the +# per-mode vmap to avoid recomputing it five times per waveform call. +# --------------------------------------------------------------------------- + + +@jax.tree_util.register_dataclass +@dataclasses.dataclass +class MSAPrecessionSetup: + """Pre-computed MSA precession constants that are invariant to emm and Mf. + + Compute once via compute_msa_precession_setup and pass into + compute_evolved_spin_given_setup inside any jax.vmap over modes. + """ + + eta: float + eta2: float + eta3: float + eta4: float + inveta: float + SAv: float + SAv2: float + invSAv: float + invSAv2: float + qq: float + delta_qq: float + alpha_offset: float + epsilon_offset: float + c1: float + c1_over_eta: float + Seff: float + dotS1Ln: float + dotS2Ln: float + S_0_norm: float + psi0: float + psi1: float + psi2: float + g0: float + Omegaz0_coeff: float + Omegaz1_coeff: float + Omegaz2_coeff: float + Omegaz3_coeff: float + Omegaz4_coeff: float + Omegaz5_coeff: float + phiz_0: float + Omegazeta0_coeff: float + Omegazeta1_coeff: float + Omegazeta2_coeff: float + Omegazeta3_coeff: float + Omegazeta4_coeff: float + Omegazeta5_coeff: float + zeta_0: float + constants_L_0: float + constants_L_1: float + constants_L_2: float + constants_L_3: float + constants_L_4: float + S1_norm_2: float + S2_norm_2: float + + +def compute_msa_precession_setup( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + reference_frequency, + kappa, + phiJ_Sf, +) -> MSAPrecessionSetup: + """Compute MSA precession constants invariant to emm and Mf. + + Replaces the emm-invariant prefix of compute_evolved_spin_using_msa. + Call once per waveform evaluation; pass the result to + compute_evolved_spin_given_setup inside any vmap over modes. + """ + phenom_xp_convention = 1 + eta = mass_1 * mass_2 / jnp.power(mass_1 + mass_2, 2) + Msec = (mass_1 + mass_2) * MTSUN + piM = jnp.pi * Msec + + msa_init = IMRPhenomX_Initialize_MSA_System( + mass_1=mass_1, + mass_2=mass_2, + chi1x=chi1x, + chi1y=chi1y, + chi1z=chi1z, + chi2x=chi2x, + chi2y=chi2y, + chi2z=chi2z, + reference_frequency=reference_frequency, + ) + + alpha0 = jnp.pi - kappa + epsilon0 = set_epsilon0(phenom_xp_convention, phiJ_Sf) + mprime_for_offset = 2 + + eta2 = jnp.power(eta, 2) + eta3 = jnp.power(eta, 3) + eta4 = jnp.power(eta, 4) + inveta = jnp.power(eta, -1) + + SAv2 = msa_init[15] + SAv = jnp.sqrt(SAv2) + invSAv = jnp.power(SAv, -1) + invSAv2 = jnp.power(SAv2, -1) + + qq = mass_2 / mass_1 + delta_qq = (1 - qq) / (1 + qq) + + alpha_offset, epsilon_offset = Get_alphaepsilon_atfref( + mprime_for_offset, + piM, + reference_frequency, + alpha0, + epsilon0, + eta=eta, + eta2=eta2, + eta3=eta3, + eta4=eta4, + inveta=inveta, + SAv=SAv, + SAv2=SAv2, + invSAv=invSAv, + invSAv2=invSAv2, + qq=qq, + delta_qq=delta_qq, + Omegaz0_coeff=msa_init[0], + Omegaz1_coeff=msa_init[1], + Omegaz2_coeff=msa_init[2], + Omegaz3_coeff=msa_init[3], + Omegaz4_coeff=msa_init[4], + Omegaz5_coeff=msa_init[5], + Omegazeta0_coeff=msa_init[6], + Omegazeta1_coeff=msa_init[7], + Omegazeta2_coeff=msa_init[8], + Omegazeta3_coeff=msa_init[9], + Omegazeta4_coeff=msa_init[10], + Omegazeta5_coeff=msa_init[11], + g0=msa_init[12], + c1=msa_init[13], + c1_over_eta=msa_init[14], + Seff=msa_init[16], + dotS1Ln=msa_init[17], + dotS2Ln=msa_init[18], + S_0_norm=msa_init[19], + psi0=msa_init[20], + psi1=msa_init[21], + psi2=msa_init[22], + phiz_0=msa_init[23], + zeta_0=msa_init[24], + constants_L_0=msa_init[25], + constants_L_1=msa_init[26], + constants_L_2=msa_init[27], + constants_L_3=msa_init[28], + constants_L_4=msa_init[29], + S1_norm_2=msa_init[30], + S2_norm_2=msa_init[31], + ) + + return MSAPrecessionSetup( + eta=eta, + eta2=eta2, + eta3=eta3, + eta4=eta4, + inveta=inveta, + SAv=SAv, + SAv2=SAv2, + invSAv=invSAv, + invSAv2=invSAv2, + qq=qq, + delta_qq=delta_qq, + alpha_offset=alpha_offset, + epsilon_offset=epsilon_offset, + c1=msa_init[13], + c1_over_eta=msa_init[14], + Seff=msa_init[16], + dotS1Ln=msa_init[17], + dotS2Ln=msa_init[18], + S_0_norm=msa_init[19], + psi0=msa_init[20], + psi1=msa_init[21], + psi2=msa_init[22], + g0=msa_init[12], + Omegaz0_coeff=msa_init[0], + Omegaz1_coeff=msa_init[1], + Omegaz2_coeff=msa_init[2], + Omegaz3_coeff=msa_init[3], + Omegaz4_coeff=msa_init[4], + Omegaz5_coeff=msa_init[5], + phiz_0=msa_init[23], + Omegazeta0_coeff=msa_init[6], + Omegazeta1_coeff=msa_init[7], + Omegazeta2_coeff=msa_init[8], + Omegazeta3_coeff=msa_init[9], + Omegazeta4_coeff=msa_init[10], + Omegazeta5_coeff=msa_init[11], + zeta_0=msa_init[24], + constants_L_0=msa_init[25], + constants_L_1=msa_init[26], + constants_L_2=msa_init[27], + constants_L_3=msa_init[28], + constants_L_4=msa_init[29], + S1_norm_2=msa_init[30], + S2_norm_2=msa_init[31], + ) + + +def compute_evolved_spin_given_setup(Mf, emm, setup: MSAPrecessionSetup): + """Compute precession angles for mode emm using pre-computed MSA setup. + + This is the emm-dependent part of compute_evolved_spin_using_msa. + Suitable for use inside jax.vmap over harmonic modes. + + Args: + Mf: Dimensionless frequency array. + emm: Azimuthal mode number m. + setup: Pre-computed MSAPrecessionSetup from compute_msa_precession_setup. + + Returns: + alpha, epsilon, cos_beta arrays over Mf. + """ + inspiral_mask = Mf < 0.3 + vangles = compute_vangles( + Mf=Mf, + emm=emm, + eta=setup.eta, + eta2=setup.eta2, + eta3=setup.eta3, + eta4=setup.eta4, + inveta=setup.inveta, + c1=setup.c1, + c1_over_eta=setup.c1_over_eta, + SAv=setup.SAv, + SAv2=setup.SAv2, + invSAv=setup.invSAv, + invSAv2=setup.invSAv2, + constants_L_0=setup.constants_L_0, + constants_L_1=setup.constants_L_1, + constants_L_2=setup.constants_L_2, + constants_L_3=setup.constants_L_3, + constants_L_4=setup.constants_L_4, + S1_norm_2=setup.S1_norm_2, + S2_norm_2=setup.S2_norm_2, + qq=setup.qq, + delta_qq=setup.delta_qq, + Seff=setup.Seff, + dotS1Ln=setup.dotS1Ln, + dotS2Ln=setup.dotS2Ln, + S_0_norm=setup.S_0_norm, + psi0=setup.psi0, + psi1=setup.psi1, + psi2=setup.psi2, + g0=setup.g0, + Omegaz0_coeff=setup.Omegaz0_coeff, + Omegaz1_coeff=setup.Omegaz1_coeff, + Omegaz2_coeff=setup.Omegaz2_coeff, + Omegaz3_coeff=setup.Omegaz3_coeff, + Omegaz4_coeff=setup.Omegaz4_coeff, + Omegaz5_coeff=setup.Omegaz5_coeff, + phiz_0=setup.phiz_0, + Omegazeta0_coeff=setup.Omegazeta0_coeff, + Omegazeta1_coeff=setup.Omegazeta1_coeff, + Omegazeta2_coeff=setup.Omegazeta2_coeff, + Omegazeta3_coeff=setup.Omegazeta3_coeff, + Omegazeta4_coeff=setup.Omegazeta4_coeff, + Omegazeta5_coeff=setup.Omegazeta5_coeff, + zeta_0=setup.zeta_0, + ) + alpha_out = jnp.where(inspiral_mask, vangles[0] - setup.alpha_offset, 0.0) + epsilon_out = jnp.where(inspiral_mask, vangles[1] - setup.epsilon_offset, 0.0) + cos_beta_out = jnp.where(inspiral_mask, vangles[2], 0.0) + return alpha_out, epsilon_out, cos_beta_out + + +def XLALSimIMRPhenomXUtilsHztoMf(fHz: float, Mtot_Msun: float) -> float: + """ + Convert frequency from Hz to geometric units (Mf). + + Parameters + ---------- + fHz : float + Frequency in Hz + Mtot_Msun : float + Total mass in solar masses + + Returns + ------- + float + Geometric frequency Mf + """ + return fHz * Mtot_Msun * MTSUN + + +def XLALSimIMRPhenomXUtilsMftoHz(Mf: float, Mtot_Msun: float) -> float: + """ + Convert frequency from geometric units (Mf) to Hz. + + Parameters + ---------- + Mf : float + Geometric frequency + Mtot_Msun : float + Total mass in solar masses + + Returns + ------- + float + Frequency in Hz + """ + return Mf / (Mtot_Msun * MTSUN) + + +def IMRPhenomX_rotate_z(angle, v): + """ + Rotate a 3D vector v = (vx, vy, vz) about the z-axis by given angle. + Args: + angle: scalar angle in radians (JAX array or float) + v: array-like of shape (3,) representing [vx, vy, vz] + Returns: + rotated vector as a JAX array of shape (3,) + """ + cosa = jnp.cos(angle) + sina = jnp.sin(angle) + vx = v[0] + vy = v[1] + vz = v[2] + + vx_rot = vx * cosa - vy * sina + vy_rot = vx * sina + vy * cosa + vz_rot = vz # unchanged + + return jnp.array([vx_rot, vy_rot, vz_rot]) + + +def IMRPhenomX_rotate_y(angle, v): + """ + Rotate a 3D vector v = (vx, vy, vz) about the y-axis by a given angle. + Args: + angle: scalar angle in radians (JAX array or float) + v: array-like of shape (3,) representing [vx, vy, vz] + Returns: + rotated vector as a JAX array of shape (3,) + """ + + cosa = jnp.cos(angle) + sina = jnp.sin(angle) + vx = v[0] + vy = v[1] + vz = v[2] + + vx_rot = vx * cosa + vz * sina + vy_rot = vy # unchanged + vz_rot = -vx * sina + vz * cosa + + return jnp.array([vx_rot, vy_rot, vz_rot]) + + +def XLALSimIMRPhenomXLPNAnsatz( + v: float, + LNorm: float, + L0: float, + L1: float, + L2: float, + L3: float, + L4: float, + L5: float, + L6: float, + L7: float, + L8: float, + L8L: float, +) -> float: + """ + Compute orbital angular momentum using post-Newtonian expansion + + Args: + v: Input velocity (float) + LNorm: Orbital angular momentum normalization (float) + L0: Newtonian orbital angular momentum (float) + L1: 0.5PN Orbital angular momentum (float) + L2: 1.0PN Orbital angular momentum (float) + L3: 1.5PN Orbital angular momentum (float) + L4: 2.0PN Orbital angular momentum (float) + L5: 2.5PN Orbital angular momentum (float) + L6: 3.0PN Orbital angular momentum (float) + L7: 3.5PN Orbital angular momentum (float) + L8: 4.0PN Orbital angular momentum (float) + L8L: 4.0PN logarithmic orbital angular momentum term (float) + + Returns: + float: Orbital angular momentum + """ + + x = v * v + x2 = x * x + x3 = x * x2 + x4 = x * x3 + sqx = jnp.sqrt(x) + + # Here LN is the Newtonian pre-factor: LN = \eta / \sqrt{x} : + # L = L_N \sum_a L_a x^{a/2} + # = L_N [ L0 + L1 x^{1/2} + L2 x^{2/2} + L3 x^{3/2} + ... ] + + return LNorm * ( + L0 + + L1 * sqx + + L2 * x + + L3 * (x * sqx) + + L4 * x2 + + L5 * (x2 * sqx) + + L6 * x3 + + L7 * (x3 * sqx) + + L8 * x4 + + L8L * x4 * jnp.log(x) + ) + + +def XLALSimIMRPhenomXatan2tol(vy, vx, tol): + cond = (jnp.abs(vy) < tol) & (jnp.abs(vx) < tol) + return jax.lax.cond( + cond, + lambda _: 0.0, + lambda _: jnp.atan2(vy, vx), + operand=None, + ) diff --git a/src/ripplegw/waveforms/NRTidalv3_utils.py b/src/ripplegw/waveforms/NRTidalv3_utils.py new file mode 100644 index 00000000..8d8ebc38 --- /dev/null +++ b/src/ripplegw/waveforms/NRTidalv3_utils.py @@ -0,0 +1,558 @@ +"""by Robin Chan""" + +import jax.numpy as jnp +from ..constants import MTSUN, PI, TWO_PI +from jaxtyping import Array +from .IMRPhenom_tidal_utils import get_kappa +from .IMRPhenomD_NRTidalv2 import get_spin_phase_correction + + +""" +Corrections from NRTidalv3: (2311.07456) +--------------------------- + +- Phase +- Amplitude -> same as NRTidalv2, reuse +- Spin effects +- Spin precession effects + +Uses merger frequency as stopping point -> tapering +|_> For (much) later: look into RLO frequency +""" + + +""" +Compute the merger frequency of a BNS system for NRTidalv3 (https://arxiv.org/pdf/2311.07456.pdf). +This uses a new fit from Gonzalez, et. al (2022) Eq. (23) of https://arxiv.org/abs/2210.16366. +""" + + +def _get_merger_frequency(theta: Array): + """ + Computes the merger frequency in Hz of the given system. This is defined in equation (41) in 2311.07456 and the lal source code. + Pretty much literally copied from LAL at the moment (XLALSimNRTunedTidesMergerFrequency_v3) + + Args: + theta (Array): Intrinsic parameters with order (m1, m2, chi1, chi2, lambda1, lambda2) + + Returns: + float: The merger frequency in Hz. + """ + m1, m2, chi1, chi2, lambda1, lambda2 = theta + M = m1 + m2 + q = m1 / m2 + + Xa = q / (1.0 + q) + Xb = 1.0 - Xa + + nu = Xa * Xb + + Xa_2 = Xa * Xa + Xa_3 = Xa_2 * Xa + Xb_2 = Xb * Xb + Xb_3 = Xb_2 * Xb + + kappa2eff = 3.0 * nu * (Xa_3 * lambda1 + Xb_3 * lambda2) + + a_0 = 0.22 + + a_1M = 0.80 + a_1S = 0.25 + b_1S = ( + -1.99 + ) # This was not written in 2311.07456, but can be found in Table 2 of 2210.16366. + + a_1T = 0.0485 + a_2T = 0.00000586 + a_3T = 0.10 + a_4T = 0.000186 + + b_1T = 1.80 + b_2T = 599.99 + b_3T = 7.80 + b_4T = 84.76 + + Xval = 1.0 - 4.0 * nu + + p_1S = a_1S * (1.0 + b_1S * Xval) + p_1T = a_1T * (1.0 + b_1T * Xval) + p_2T = a_2T * (1.0 + b_2T * Xval) + p_3T = a_3T * (1.0 + b_3T * Xval) + p_4T = a_4T * (1.0 + b_4T * Xval) + + kappa2eff2 = kappa2eff * kappa2eff + + Sval = Xa_2 * chi1 + Xb_2 * chi2 + + QM = 1.0 + a_1M * Xval + QS = 1.0 + p_1S * Sval + + num = 1.0 + p_1T * kappa2eff + p_2T * kappa2eff2 + den = 1.0 + p_3T * kappa2eff + p_4T * kappa2eff2 + QT = num / den + + # dimensionless angular frequency of merger + Qfit = a_0 * QM * QS * QT + + Momega_merger = nu * Qfit * TWO_PI + + # convert from angular frequency to frequency (divide by 2*pi) and then convert from dimensionless frequency to Hz (divide by mtot * LAL_MTSUN) + fHz_merger = Momega_merger / TWO_PI / (M * MTSUN) + + return fHz_merger + + +# Full tidal correction +def fullTidalPhaseCorrection(Mf: Array, theta_intrinsic: Array, P_P: Array): + """ + Returns the NRTidalv3 phase corrections due to tidal and spin effects. + + Args: + f (Array):Frequency array + theta_intrinsic (Array): Intrinsic parameters of the system [m1, m2, chi1, chi2, lambda1, lambda2] + P_P (Array): Taper function. If no_taper was set to True in the master function, then this is just an array of ones. Otherwise this is the Planck taper + + Returns: + Array: The NRTidalv3 phase corrections due to tidal and spin effects + """ + + m1, m2, _, _, lambda1, lambda2 = theta_intrinsic + Xa = m1 / (m1 + m2) + x = PI * Mf + x_23 = x ** (2.0 / 3.0) + + PN_coeffs = get_tidalphasePN_coeffs(theta_intrinsic) + NRTidalv3_coeffs = get_NRTidalv3_coefficients(theta_intrinsic, PN_coeffs) + NRTidalv3_phase = get_tidal_phase(x, NRTidalv3_coeffs, PN_coeffs) + + psi_T = ( + NRTidalv3_phase * (1 - P_P) + + get_tidal_phase_PN(x, Xa, lambda1, lambda2, PN_coeffs) * P_P + ) + psi_SS = get_spin_phase_correction(x_23, theta_intrinsic) + + return psi_T + psi_SS + + +def changePhase_if_min(f, NRTidalv3_phase, valid): + idx = jnp.argmax(valid) - 1 + idx = jnp.maximum(idx, 0) # Avoid negative index + + tidal_min_value = NRTidalv3_phase[idx] + mask = jnp.arange(f.size) >= idx + return jnp.where(mask, tidal_min_value, NRTidalv3_phase) + + +##################################################################################################################################### +################################################### TIDAL PHASE CORRECTIONS ################################################### +##################################################################################################################################### + + +def general_planck_taper(x, y1, y2): + return jnp.where( + x < y1, + 0, + jnp.where( + x > y2, + 1, + 1.0 / (jnp.exp((y2 - y1) / (x - y1) + (y2 - y1) / (x - y2)) + 1.0), + ), + ) + + +def get_tidal_phase(M_omega: Array, NRTidalv3_coeffs: Array, PN_coeffs: Array): + """ + Tidal phase correction for NRTidalv3, Eq. (27,30), from Abac, et. al. (2023) (https://arxiv.org/pdf/2311.07456.pdf) + Jaxified version of SimNRTunedTidesFDTidalPhase_v3. + + Args: + M_omega (Array): Dimensionless angular GW frequency + NRTidalv3_coeffs (Array): NRTidalv3 coefficients + PN_coeffs (Array): 7.5 PN coefficients to be used as constraints + + Returns: + tidal_phase (Array): Corrections to the phase due to (dynamical) tides + """ + + s1 = NRTidalv3_coeffs[0] + s2 = NRTidalv3_coeffs[1] + + exps2s3 = NRTidalv3_coeffs[3] + + s2Mom = -s2 * M_omega * 2.0 + exps2Mom = jnp.cosh(s2Mom) + jnp.sinh(s2Mom) + + # expression for the effective love number enhancement factor, see Eq. (27) of https://arxiv.org/pdf/2311.07456.pdf.*/ + dynk2bar = ( + 1.0 + + ((s1) - 1) * (1.0 / (1.0 + exps2Mom * exps2s3)) + - ((s1 - 1.0) / (1.0 + exps2s3)) + - 2.0 + * M_omega + * ((s1) - 1) + * s2 + * exps2s3 + / ((1.0 + exps2s3) * (1.0 + exps2s3)) + ) + + PN_x = M_omega ** (2.0 / 3.0) + PN_x_2 = PN_x * PN_x + PN_x_3 = PN_x * PN_x_2 + PN_x_3over2 = PN_x * jnp.sqrt(PN_x) + PN_x_5over2 = PN_x_3over2 * PN_x + + kappaA = NRTidalv3_coeffs[4] + kappaB = NRTidalv3_coeffs[5] + + dynkappaA = kappaA * dynk2bar + dynkappaB = kappaB * dynk2bar + + # Pade Coefficients + n_5over2A = NRTidalv3_coeffs[6] + n_3A = NRTidalv3_coeffs[7] + d_1A = NRTidalv3_coeffs[8] + + n_5over2B = NRTidalv3_coeffs[9] + n_3B = NRTidalv3_coeffs[10] + d_1B = NRTidalv3_coeffs[11] + + # 7.5PN Coefficients + c_NewtA = PN_coeffs[0] + c_NewtB = PN_coeffs[5] + + # Pade Coefficients constrained with PN + n_1A = NRTidalv3_coeffs[12] + n_3over2A = NRTidalv3_coeffs[13] + n_2A = NRTidalv3_coeffs[14] + d_3over2A = NRTidalv3_coeffs[15] + + n_1B = NRTidalv3_coeffs[16] + n_3over2B = NRTidalv3_coeffs[17] + n_2B = NRTidalv3_coeffs[18] + d_3over2B = NRTidalv3_coeffs[19] + + factorA = -c_NewtA * PN_x_5over2 * dynkappaA + factorB = -c_NewtB * PN_x_5over2 * dynkappaB + + # Pade approximant, see Eq. (32) of https://arxiv.org/pdf/2311.07456.pdf. */ + numA = ( + 1.0 + + (n_1A * PN_x) + + (n_3over2A * PN_x_3over2) + + (n_2A * PN_x_2) + + (n_5over2A * PN_x_5over2) + + (n_3A * PN_x_3) + ) + denA = 1.0 + (d_1A * PN_x) + (d_3over2A * PN_x_3over2) # + (d_2A*PN_x_2) + + numB = ( + 1.0 + + (n_1B * PN_x) + + (n_3over2B * PN_x_3over2) + + (n_2B * PN_x_2) + + (n_5over2B * PN_x_5over2) + + (n_3B * PN_x_3) + ) + denB = 1.0 + (d_1B * PN_x) + (d_3over2B * PN_x_3over2) # + (d_2B*PN_x_2) + + ratioA = numA / denA + ratioB = numB / denB + + tidal_phaseA = factorA * ratioA + tidal_phaseB = factorB * ratioB + + tidal_phase = tidal_phaseA + tidal_phaseB + + return tidal_phase + + +def get_tidal_phase_PN( + M_omega, # Dimensionless angular GW frequency + Xa, # < Mass of companion 1 divided by total mass + lambda1, # < dimensionless tidal deformability of companion 1 + lambda2, # < dimensionless tidal deformability of companion 2 + PN_coeffs, # < 7.5 PN coefficients +): + """ + PN tidal phase correction, at 7.5PN, to connect with NRTidalv3 Phase post-merger, see Eq. (22) and (45) of https://arxiv.org/pdf/2311.07456.pdf + Jaxified version of SimNRTunedTidesFDTidalPhase_PN + + Args: + M_omega (Array): Dimensionless angular GW frequency + Xa (float): Mass of companion 1 divided by total mass + lambda1 (float): Dimensionless tidal deformability of companion 1 + lambda2 (float): Dimensionless tidal deformability of companion 2 + PN_coeffs (Array): 7.5 PN coefficients + + Returns: + tidal_phasePN (Array): PN tidal phase correction, at 7.5PN, to connect with NRTidalv3 Phase post-merger + """ + + Xb = 1.0 - Xa + + PN_x = M_omega ** (2.0 / 3.0) # pow(M_omega, 2.0/3.0) + PN_x_2 = PN_x * PN_x # pow(PN_x, 2) + PN_x_3over2 = PN_x * jnp.sqrt(PN_x) # pow(PN_x, 3.0/2.0) + PN_x_5over2 = PN_x_3over2 * PN_x # pow(PN_x, 5.0/2.0) + + kappaA = 3.0 * Xb * Xa * Xa * Xa * Xa * lambda1 + kappaB = 3.0 * Xa * Xb * Xb * Xb * Xb * lambda2 + + # 7.5PN Coefficients + c_NewtA = PN_coeffs[0] + c_1A = PN_coeffs[1] + c_3over2A = PN_coeffs[2] + c_2A = PN_coeffs[3] + c_5over2A = PN_coeffs[4] + + c_NewtB = PN_coeffs[5] + c_1B = PN_coeffs[6] + c_3over2B = PN_coeffs[7] + c_2B = PN_coeffs[8] + c_5over2B = PN_coeffs[9] + + factorA = -c_NewtA * PN_x_5over2 * kappaA + factorB = -c_NewtB * PN_x_5over2 * kappaB + + tidal_phasePNA = factorA * ( + 1.0 + + (c_1A * PN_x) + + (c_3over2A * PN_x_3over2) + + (c_2A * PN_x_2) + + (c_5over2A * PN_x_5over2) + ) + tidal_phasePNB = factorB * ( + 1.0 + + (c_1B * PN_x) + + (c_3over2B * PN_x_3over2) + + (c_2B * PN_x_2) + + (c_5over2B * PN_x_5over2) + ) + + tidal_phasePN = tidal_phasePNA + tidal_phasePNB + + return tidal_phasePN + + +def get_tidalphasePN_coeffs(theta_intrinsic: Array): + """ + Coefficients or the PN tidal phase correction, at 7.5PN, to connect with NRTidalv3 Phase post-merger, see Eq. (45) of https://arxiv.org/pdf/2311.07456.pdf + XLALSimNRTunedTidesSetFDTidalPhase_PN_Coeffs + """ + + # PN_coeffs = jnp.zeros(10) + + m1, m2, _, _, _, _ = theta_intrinsic + M = m1 + m2 + Xa = m1 / M + Xb = m2 / M + + # Powers of Xa and Xb + Xa_2 = Xa * Xa + Xa_3 = Xa_2 * Xa + Xa_4 = Xa_3 * Xa + Xa_5 = Xa_4 * Xa + + Xb_2 = Xb * Xb + Xb_3 = Xb_2 * Xb + Xb_4 = Xb_3 * Xb + Xb_5 = Xb_4 * Xb + + den_a = 11.0 * Xa - 12.0 + den_b = 11.0 * Xb - 12.0 + + # 7.5PN Coefficients + PN_coeffs0 = -3.0 * den_a / (16 * Xa * Xb_2) # (3.0)*(12.0 -11.0*Xa)/(16*Xa*Xb_2) + PN_coeffs1 = (-1300.0 * Xa_3 + 11430.0 * Xa_2 + 4595.0 * Xa - 15895.0) / ( + 672.0 * den_a + ) # -5.0*(260.0*Xa_3 - 2286.0*Xa_2 - 919.0*Xa + 3179.0)/(672.0*(11.0*Xa-12.0)) + PN_coeffs2 = -PI + PN_coeffs3 = ( + ( + 22861440.0 * Xa_5 + - 102135600.0 * Xa_4 + + 791891100.0 * Xa_3 + + 874828080.0 * Xa_2 + + 216234195.0 * Xa + - 1939869350.0 + ) + / (27433728.0 * den_a) + ) # (5.0*(4572288.0*Xa_5 - 20427120.0*Xa_4 + 158378220.0*Xa_3 +174965616.0*Xa_2 + 43246839.0*Xa -387973870.0))/(27433728.0*(11.0*Xa - 12.0)) + PN_coeffs4 = ( + -PI + * (10520.0 * Xa_3 - 7598.0 * Xa_2 + 22415.0 * Xa - 27719.0) + / (672.0 * den_a) + ) + + PN_coeffs5 = -3.0 * den_b / (16 * Xb * Xa_2) # (3.0)*(12.0 -11.0*Xb)/(16*Xb*Xa_2) + PN_coeffs6 = (-1300.0 * Xb_3 + 11430.0 * Xb_2 + 4595.0 * Xb - 15895.0) / ( + 672.0 * den_b + ) # -5.0*(260.0*Xb_3 - 2286.0*Xb_2 - 919.0*Xb + 3179.0)/(672.0*(11.0*Xb-12.0)) + PN_coeffs7 = -PI + PN_coeffs8 = ( + ( + 22861440.0 * Xb_5 + - 102135600.0 * Xb_4 + + 791891100.0 * Xb_3 + + 874828080.0 * Xb_2 + + 216234195.0 * Xb + - 1939869350.0 + ) + / (27433728.0 * den_b) + ) # (5.0*(4572288.0*Xb_5 - 20427120.0*Xb_4 + 158378220.0*Xb_3 +174965616.0*Xb_2 + 43246839.0*Xb -387973870.0))/(27433728.0*(11.0*Xb - 12.0)) + PN_coeffs9 = ( + -PI + * (10520.0 * Xb_3 - 7598.0 * Xb_2 + 22415.0 * Xb - 27719.0) + / (672.0 * den_b) + ) + + PN_coeffs = jnp.array( + [ + PN_coeffs0, + PN_coeffs1, + PN_coeffs2, + PN_coeffs3, + PN_coeffs4, + PN_coeffs5, + PN_coeffs6, + PN_coeffs7, + PN_coeffs8, + PN_coeffs9, + ] + ) + + return PN_coeffs + + +def get_NRTidalv3_coefficients( + theta_intrinsic: Array, + PN_coeffs, # 7.5 PN coefficients to be used for constraints +): + """ + Set the NRTidalv3 effective love number and phase coefficients in an array for use here and in the IMRPhenomX*_NRTidalv3 implementation + XLALSimNRTunedTidesSetFDTidalPhase_v3_Coeffs + """ + + NRTidalv3_coeffs = jnp.zeros(20) + + m1, m2, _, _, lambda1, lambda2 = theta_intrinsic + M = m1 + m2 + Xa = m1 / M + Xb = m2 / M + q = Xa / Xb + + # Coefficients for the effective enhancement factor: + s10 = 1.273000423 # s10 + s11 = 3.64169971e-03 # s11 + s12 = 1.76144380e-03 # s12 + + s20 = 2.78793291e01 # s20 + s21 = 1.18175396e-02 # s21 + s22 = -5.39996790e-03 # s22 + + s30 = 1.42449682e-01 # s30 + s31 = -1.70505852e-05 # s31 + s32 = 3.38040594e-05 # s32 + + kappa2T = get_kappa(theta_intrinsic) + # The NRTidal papers seem to use a prefactor of 2/13 in the kappa + # computation whereas LAL uses 3/13. We follow the LAL convention here. + + NRTidalv3_coeffs = NRTidalv3_coeffs.at[0].set( + s10 + s11 * kappa2T + s12 * q * kappa2T + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[1].set( + s20 + s21 * kappa2T + s22 * q * kappa2T + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[2].set( + s30 + s31 * kappa2T + s32 * q * kappa2T + ) + + s2s3 = NRTidalv3_coeffs[1] * NRTidalv3_coeffs[2] + NRTidalv3_coeffs = NRTidalv3_coeffs.at[3].set(jnp.cosh(s2s3) + jnp.sinh(s2s3)) + + NRTidalv3_coeffs = NRTidalv3_coeffs.at[4].set( + 3.0 * Xb * Xa * Xa * Xa * Xa * lambda1 + ) # kappaA + NRTidalv3_coeffs = NRTidalv3_coeffs.at[5].set( + 3.0 * Xa * Xb * Xb * Xb * Xb * lambda2 + ) # kappaB + + # Exponent parameters: + alpha = -8.08155404e-03 # alpha + beta = -1.13695919e00 # beta + + kappaA_alpha = (NRTidalv3_coeffs[4] + 1) ** alpha # kappaA_alpha + kappaB_alpha = (NRTidalv3_coeffs[5] + 1) ** alpha # kappaB_alpha + + Xa_beta = (Xa) ** beta # Xa_beta + Xb_beta = (Xb) ** beta # Xb_beta + + # Pade approximant coefficients: + n_5over20 = -9.40654388e02 # n_5over20 + n_5over21 = 6.26517157e02 # n_5over21 + n_5over22 = 5.53629706e02 # n_5over22 + n_5over23 = 8.84823087e01 # n_5over23 + + n_30 = 4.05483848e02 # n_30 + n_31 = -4.25525054e02 # n_31 + n_32 = -1.92004957e02 # n_32 + n_33 = -5.10967553e01 # n_33 + + d_10 = 3.80343306e00 # d_10 + d_11 = -2.52026996e01 # d_11 + d_12 = -3.08054443e00 # d_12 + + NRTidalv3_coeffs = NRTidalv3_coeffs.at[6].set( + n_5over20 + n_5over21 * Xa + n_5over22 * kappaA_alpha + n_5over23 * Xa_beta + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[7].set( + n_30 + n_31 * Xa + n_32 * kappaA_alpha + n_33 * Xa_beta + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[8].set(d_10 + d_11 * Xa + d_12 * Xa_beta) + + NRTidalv3_coeffs = NRTidalv3_coeffs.at[9].set( + n_5over20 + n_5over21 * Xb + n_5over22 * kappaB_alpha + n_5over23 * Xb_beta + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[10].set( + n_30 + n_31 * Xb + n_32 * kappaB_alpha + n_33 * Xb_beta + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[11].set(d_10 + d_11 * Xb + d_12 * Xb_beta) + + # 7.5PN Coefficients + c_1A, c_3over2A, c_2A, c_5over2A = PN_coeffs[1:5] + c_1B, c_3over2B, c_2B, c_5over2B = PN_coeffs[6:10] + + inv_c1_A = 1.0 / c_1A + NRTidalv3_coeffs = NRTidalv3_coeffs.at[12].set(c_1A + NRTidalv3_coeffs[8]) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[13].set( + ( + (c_1A * c_3over2A) + - c_5over2A + - (c_3over2A) * NRTidalv3_coeffs[8] + + NRTidalv3_coeffs[6] + ) + * inv_c1_A + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[14].set(c_2A + c_1A * NRTidalv3_coeffs[8]) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[15].set( + -(c_5over2A + c_3over2A * NRTidalv3_coeffs[8] - NRTidalv3_coeffs[6]) * inv_c1_A + ) + + inv_c1_B = 1.0 / c_1B + NRTidalv3_coeffs = NRTidalv3_coeffs.at[16].set(c_1B + NRTidalv3_coeffs[11]) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[17].set( + ( + (c_1B * c_3over2B) + - c_5over2B + - (c_3over2B) * NRTidalv3_coeffs[11] + + NRTidalv3_coeffs[9] + ) + * inv_c1_B + ) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[18].set(c_2B + c_1B * NRTidalv3_coeffs[11]) + NRTidalv3_coeffs = NRTidalv3_coeffs.at[19].set( + -(c_5over2B + c_3over2B * NRTidalv3_coeffs[11] - NRTidalv3_coeffs[9]) * inv_c1_B + ) + + return NRTidalv3_coeffs diff --git a/src/ripplegw/waveforms/SineGaussian.py b/src/ripplegw/waveforms/SineGaussian.py index 74d55605..d4dc1b9d 100644 --- a/src/ripplegw/waveforms/SineGaussian.py +++ b/src/ripplegw/waveforms/SineGaussian.py @@ -2,7 +2,7 @@ from jax.lax import complex from ..constants import PI -from ..typing import Array +from jaxtyping import Array def semi_major_minor_from_e(e: Array) -> tuple[Array, Array]: diff --git a/src/ripplegw/waveforms/TaylorF2.py b/src/ripplegw/waveforms/TaylorF2.py index f2956f37..13dae140 100644 --- a/src/ripplegw/waveforms/TaylorF2.py +++ b/src/ripplegw/waveforms/TaylorF2.py @@ -3,9 +3,9 @@ """ import jax.numpy as jnp -from ..constants import EulerGamma, gt, m_per_Mpc, PI, MRSUN -from ..typing import Array -from ripplegw import Mc_eta_to_ms, lambda_tildes_to_lambdas +from ..constants import EULERGAMMA, MTSUN, MPC, PI, MRSUN +from jaxtyping import Array +from ripplegw.conversions import Mc_eta_to_ms, lambda_tildes_to_lambdas from .IMRPhenom_tidal_utils import get_quadparam_octparam ########################### @@ -168,8 +168,8 @@ def get_PNPhasing_F2( M = m1 + m2 m1M = m1 / M m2M = m2 / M - m1_s = m1 * gt - m2_s = m2 * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN M_s = m1_s + m2_s eta = m1_s * m2_s / (M_s**2.0) @@ -199,7 +199,7 @@ def get_PNPhasing_F2( phasing_coeffs["6PN"] = ( 11583.231236531 / 4.694215680 - 640.0 / 3.0 * PI * PI - - 684.8 / 2.1 * EulerGamma + - 684.8 / 2.1 * EULERGAMMA + eta * (-15737.765635 / 3.048192 + 225.5 / 1.2 * PI * PI) + eta * eta * 76.055 / 1.728 - eta * eta * eta * 127.825 / 1.296 @@ -366,16 +366,16 @@ def _gen_TaylorF2( m1, m2, chi1, chi2, lambda1, lambda2 = theta_intrinsic dist_mpc, tc, phi_ref = theta_extrinsic - m1_s = m1 * gt - m2_s = m2 * gt - M = m1 + m2 - M_s = (m1 + m2) * gt + m1_s = m1 * MTSUN + m2_s = m2 * MTSUN + # M = m1 + m2 + M_s = (m1 + m2) * MTSUN eta = m1_s * m2_s / (M_s**2.0) piM = PI * M_s # TODO: incorporate this into the waveform - vISCO = 1.0 / jnp.sqrt(6.0) - fISCO = vISCO * vISCO * vISCO / piM + # vISCO = 1.0 / jnp.sqrt(6.0) + # fISCO = vISCO * vISCO * vISCO / piM # Get the phasing coefficients phasing_coeffs, phasing_log_coeffs = get_PNPhasing_F2( @@ -406,8 +406,8 @@ def _gen_TaylorF2( FTaN = get_flux_0PNCoeff(eta) dETaN = 2.0 * get_energy_0PNCoeff(eta) - r = dist_mpc * m_per_Mpc - amp0 = -4.0 * m1 * m2 / r * MRSUN * gt * jnp.sqrt(PI / 12.0) + r = dist_mpc * MPC + amp0 = -4.0 * m1 * m2 / r * MRSUN * MTSUN * jnp.sqrt(PI / 12.0) ref_phasing = 0.0 if f_ref != 0: diff --git a/src/ripplegw/waveforms/elliptic_integrals.py b/src/ripplegw/waveforms/elliptic_integrals.py new file mode 100644 index 00000000..7cf7d65b --- /dev/null +++ b/src/ripplegw/waveforms/elliptic_integrals.py @@ -0,0 +1,254 @@ +""" +JAX implementation of GSL elliptic integral functions. + +This module provides JAX-compatible implementations of elliptic integrals, +specifically the incomplete elliptic integral of the first kind (F). +""" + +import jax +import jax.numpy as jnp +from jax.scipy.integrate import trapezoid + + +def ellint_F(phi: float, k: float, n_points: int = 1000) -> float: + """ + Compute the incomplete elliptic integral of the first kind. + + This function computes F(φ, k) using the Legendre form: + F(φ, k) = ∫₀^φ dt / √(1 - k² sin²(t)) + + This is equivalent to GSL's gsl_sf_ellint_F(phi, k, GSL_PREC_DOUBLE). + + Args: + phi: The amplitude (upper limit of integration) in radians + k: The modulus, where 0 ≤ k² ≤ 1 (note: this is k, not m = k²) + n_points: Number of integration points (default: 1000) + + Returns: + The value of F(φ, k) + + Notes: + - For k = 0: F(φ, 0) = φ + - For |k| = 1 and |φ| < π/2: F(φ, ±1) = arctanh(sin(φ)) + - The implementation uses numerical integration via trapezoidal rule + - JAX-compatible (can be used in jit, grad, vmap, etc.) + + Examples: + >>> ellint_F(jnp.pi/2, 0.5) # Complete elliptic integral K(0.5) + >>> ellint_F(jnp.pi/4, 0.8) # Incomplete elliptic integral + """ + phi = jnp.asarray(phi) + k = jnp.asarray(k) + k2 = k * k + + # Handle special case: k = 0 + # F(φ, 0) = φ + def case_k_zero(): + return phi + + # Handle special case: |k| = 1 + # F(φ, ±1) = arctanh(sin(φ)) = 0.5 * ln((1 + sin(φ)) / (1 - sin(φ))) + def case_k_one(): + sin_phi = jnp.sin(phi) + # Use arctanh for numerical stability + return jnp.arctanh(sin_phi) + + # General case: numerical integration + def case_general(): + # Create integration points from 0 to phi + t = jnp.linspace(0.0, phi, n_points) + + # Compute integrand: 1 / √(1 - k² sin²(t)) + sin_t = jnp.sin(t) + integrand = 1.0 / jnp.sqrt(1.0 - k2 * sin_t * sin_t) + + # Integrate using trapezoidal rule + result = trapezoid(integrand, t) + return result + + # Select appropriate case based on k value + abs_k = jnp.abs(k) + is_k_zero = abs_k < 1e-10 + is_k_one = jnp.abs(abs_k - 1.0) < 1e-10 + + # Nested conditional: check k=0 first, then k=1, then general + result = jnp.where( + is_k_zero, case_k_zero(), jnp.where(is_k_one, case_k_one(), case_general()) + ) + + return result + + +def ellint_Kcomp(k: float, n_points: int = 1000) -> float: + """ + Compute the complete elliptic integral of the first kind. + + This is K(k) = F(π/2, k) = ∫₀^(π/2) dt / √(1 - k² sin²(t)) + + Equivalent to GSL's gsl_sf_ellint_Kcomp(k, GSL_PREC_DOUBLE). + + Args: + k: The modulus, where 0 ≤ k² ≤ 1 + n_points: Number of integration points (default: 1000) + + Returns: + The value of K(k) + """ + return ellint_F(jnp.pi / 2.0, k, n_points) + + +def ellint_F_carlson(phi: float, k: float) -> float: + """ + Compute the incomplete elliptic integral of the first kind using Carlson's method. + + This is an alternative implementation using Carlson symmetric form: + F(φ, k) = sin(φ) * R_F(cos²(φ), 1 - k² sin²(φ), 1) + + This method can be more accurate for certain parameter ranges but requires + implementing Carlson's R_F function. + + Args: + phi: The amplitude in radians + k: The modulus + + Returns: + The value of F(φ, k) + + Note: + This is a placeholder for a future implementation using Carlson's + symmetric elliptic integrals, which are numerically more stable. + """ + # For now, fall back to the trapezoidal integration method + return ellint_F(phi, k) + + +def gsl_sf_elljac_e(u: float, m: float, max_iter: int = 16): + """ + Compute the Jacobian elliptic functions sn(u|m), cn(u|m), dn(u|m). + + This function computes the Jacobian elliptic functions using the descending + Landen transformation, which is the same algorithm used by GSL. + + The Jacobian elliptic functions are defined by the inverse of the elliptic + integral of the first kind: + u = F(φ, k) = ∫₀^φ dt / √(1 - k² sin²(t)) + + Then: + sn(u|m) = sin(φ) + cn(u|m) = cos(φ) + dn(u|m) = √(1 - k² sin²(φ)) + + where m = k² is the parameter (0 ≤ m ≤ 1). + + This is equivalent to GSL's gsl_sf_elljac_e(u, m, &sn, &cn, &dn). + + Args: + u: The argument + m: The parameter (m = k², where k is the modulus), 0 ≤ m ≤ 1 + max_iter: Maximum number of Landen transformations (default: 16) + + Returns: + A tuple (sn, cn, dn) containing the three Jacobian elliptic functions + + Notes: + - For m = 0: sn(u|0) = sin(u), cn(u|0) = cos(u), dn(u|0) = 1 + - For m = 1: sn(u|1) = tanh(u), cn(u|1) = sech(u), dn(u|1) = sech(u) + - The implementation uses the descending Landen transformation for accuracy + - JAX-compatible (can be used in jit, grad, vmap, etc.) + + References: + - Abramowitz & Stegun, Chapter 16 + - GSL library: gsl_sf_elljac.c + - NIST DLMF: https://dlmf.nist.gov/22.20 + + Examples: + >>> sn, cn, dn = gsl_sf_elljac_e(1.0, 0.5) + >>> sn, cn, dn = gsl_sf_elljac_e(jnp.array([0.5, 1.0]), 0.8) + """ + u = jnp.asarray(u) + m = jnp.asarray(m) + + # Handle special case: m = 0 + # sn(u|0) = sin(u), cn(u|0) = cos(u), dn(u|0) = 1 + def case_m_zero(): + sin_u = jnp.sin(u) + cos_u = jnp.cos(u) + return sin_u, cos_u, jnp.ones_like(u) + + # Handle special case: m = 1 + # sn(u|1) = tanh(u), cn(u|1) = sech(u), dn(u|1) = sech(u) + def case_m_one(): + tanh_u = jnp.tanh(u) + sech_u = 1.0 / jnp.cosh(u) + return tanh_u, sech_u, sech_u + + # General case: use descending Landen transformation + def case_general(): + # This implements Abramowitz & Stegun 16.14.1-2 + # Based on GSL's gsl_sf_elljac.c implementation + + # Build the Landen transformation sequence + # a[0] = 1, c[0] = k, b[0] = sqrt(1-k^2) + def landen_forward(carry, i): + a_prev, c_prev = carry + # b = sqrt(a^2 - c^2) = sqrt((a-c)(a+c)) + b_prev = jnp.sqrt((a_prev - c_prev) * (a_prev + c_prev)) + # Apply the transformation + a_next = 0.5 * (a_prev + b_prev) + c_next = 0.5 * (a_prev - b_prev) + return (a_next, c_next), (a_next, c_next) + + k = jnp.sqrt(m) + (a_final, c_final), (a_arr, c_arr) = jax.lax.scan( + landen_forward, (jnp.ones_like(k), k), jnp.arange(max_iter) + ) + + # phi_n = 2^n * a_n * u (in the limit, this approaches the final angle) + phi_n = jnp.power(2.0, max_iter) * a_final * u + + # Now work backward using the inverse transformation + # sin(phi_{n-1}) = (a_n / a_{n-1}) * sin(phi_n) + # and phi_{n-1} = (phi_n + arcsin(c_n/a_n * sin(phi_n))) / 2 + def landen_backward(phi_curr, i): + idx = max_iter - 1 - i + a_i = a_arr[idx] + c_i = c_arr[idx] + + sin_phi = jnp.sin(phi_curr) + # The inverse transformation + # phi_prev = (phi_curr + arcsin(c * sin(phi_curr) / a)) / 2 + arg = jnp.clip( + c_i * sin_phi / a_i, -1.0, 1.0 + ) # Clip to avoid numerical issues + phi_prev = 0.5 * (phi_curr + jnp.arcsin(arg)) + + return phi_prev, None + + phi_0, _ = jax.lax.scan(landen_backward, phi_n, jnp.arange(max_iter)) + + # Compute the elliptic functions from phi_0 + sin_phi = jnp.sin(phi_0) + cos_phi = jnp.cos(phi_0) + + sn = sin_phi + cn = cos_phi + dn = jnp.sqrt(1.0 - m * sin_phi * sin_phi) + + return sn, cn, dn + + # Select appropriate case based on m value + abs_m = jnp.abs(m) + is_m_zero = abs_m < 1e-10 + is_m_one = jnp.abs(abs_m - 1.0) < 1e-10 + + # Compute all three cases + sn_zero, cn_zero, dn_zero = case_m_zero() + sn_one, cn_one, dn_one = case_m_one() + sn_gen, cn_gen, dn_gen = case_general() + + # Select based on m value using nested where + sn = jnp.where(is_m_zero, sn_zero, jnp.where(is_m_one, sn_one, sn_gen)) + cn = jnp.where(is_m_zero, cn_zero, jnp.where(is_m_one, cn_one, cn_gen)) + dn = jnp.where(is_m_zero, dn_zero, jnp.where(is_m_one, dn_one, dn_gen)) + + return sn, cn, dn diff --git a/src/ripplegw/waveforms/initialise_MSA_system.py b/src/ripplegw/waveforms/initialise_MSA_system.py new file mode 100644 index 00000000..92106c66 --- /dev/null +++ b/src/ripplegw/waveforms/initialise_MSA_system.py @@ -0,0 +1,2028 @@ +import jax.numpy as jnp +import jax +from ..constants import GAMMA, MSUN, G, C +from .elliptic_integrals import ellint_F +from .elliptic_integrals import gsl_sf_elljac_e + + +# /** This function initializes all the core variables required for the MSA system. This will be called first. */ +def IMRPhenomX_Initialize_MSA_System( + mass_1, + mass_2, + chi1x, + chi1y, + chi1z, + chi2x, + chi2y, + chi2z, + reference_frequency, + pflag=223, +): + # Sanity check on the precession version + + """ + First initialize the system of variables needed for Chatziioannou et al, PRD, 88, 063011, (2013), arXiv:1307.4418: + - Racine et al, PRD, 80, 044010, (2009), arXiv:0812.4413 + - Favata, PRD, 80, 024002, (2009), arXiv:0812.0069 + - Blanchet et al, PRD, 84, 064041, (2011), arXiv:1104.5659 + - Bohe et al, CQG, 30, 135009, (2013), arXiv:1303.7412 + """ + + eta = mass_1 * mass_2 / jnp.power(mass_1 + mass_2, 2) + + eta2 = jnp.power(eta, 2) + eta3 = jnp.power(eta, 3) + eta4 = jnp.power(eta, 4) + inveta = jnp.power(eta, -1) + + # PN Coefficients for d \omega / d t as per LALSimInspiralFDPrecAngles_internals.c + LAL_LN2 = jnp.log(2.0) + domegadt_constants_NS = [ + 96.0 / 5.0, + -1486.0 / 35.0, + -264.0 / 5.0, + 384.0 * jnp.pi / 5.0, + 34103.0 / 945.0, + 13661.0 / 105.0, + 944.0 / 15.0, + jnp.pi * (-4159.0 / 35.0), + jnp.pi * (-2268.0 / 5.0), + ( + 16447322263.0 / 7276500.0 + + jnp.pi * jnp.pi * 512.0 / 5.0 + - LAL_LN2 * 109568.0 / 175.0 + - GAMMA * 54784.0 / 175.0 + ), + (-56198689.0 / 11340.0 + jnp.pi * jnp.pi * 902.0 / 5.0), + 1623.0 / 140.0, + -1121.0 / 27.0, + -54784.0 / 525.0, + -jnp.pi * 883.0 / 42.0, + jnp.pi * 71735.0 / 63.0, + jnp.pi * 73196.0 / 63.0, + ] + + domegadt_constants_SO = [ + -904.0 / 5.0, + -120.0, + -62638.0 / 105.0, + 4636.0 / 5.0, + -6472.0 / 35.0, + 3372.0 / 5.0, + -jnp.pi * 720.0, + -jnp.pi * 2416.0 / 5.0, + -208520.0 / 63.0, + 796069.0 / 105.0, + -100019.0 / 45.0, + -1195759.0 / 945.0, + 514046.0 / 105.0, + -8709.0 / 5.0, + -jnp.pi * 307708.0 / 105.0, + jnp.pi * 44011.0 / 7.0, + -jnp.pi * 7992.0 / 7.0, + jnp.pi * 151449.0 / 35.0, + ] + + domegadt_constants_SS = [-494.0 / 5.0, -1442.0 / 5.0, -233.0 / 5.0, -719.0 / 5.0] + + """ + Note that Chatziioannou et al use q = m2/m1, where m1 > m2 and therefore q < 1 + IMRPhenomX assumes m1 > m2 and q > 1. For the internal MSA code, flip q and + dump this to pPrec->qq, where qq explicitly dentoes that this is 0 < q < 1. + """ + + q = mass_2 / mass_1 # m2 / m1, q < 1, m1 > m2 + + # /* \delta and powers of \delta in terms of q < 1, should just be m1 - m2 */ + delta_qq = (1.0 - q) / (1.0 + q) + + # Initialize empty vectors (using dictionaries to represent vectors) + + # Define source frame such that \hat{L} = {0,0,1} with L_z pointing along \hat{z} + Lhat = jnp.array([0.0, 0.0, 1.0]) + + # Dimensionful spin vectors, note eta = m1 * m2 and q = m2/m1 + + S1v = jnp.array([chi1x * eta / q, chi1y * eta / q, chi1z * eta / q]) + + S2v = jnp.array([chi2x * eta * q, chi2y * eta * q, chi2z * eta * q]) + + S1_0_norm = IMRPhenomX_vector_L2_norm(S1v) + S2_0_norm = IMRPhenomX_vector_L2_norm(S2v) + + mass_1_SI = mass_1 * MSUN + mass_2_SI = mass_2 * MSUN + + piGM = jnp.pi * (mass_1_SI + mass_2_SI) * (G / C) / (C * C) + + # Reference velocity v and v^2 + v_0 = jnp.power(piGM * reference_frequency, 1.0 / 3.0) + v_0_2 = v_0 * v_0 + + # Reference orbital angular momenta + L_0 = IMRPhenomX_vector_scalar(Lhat, eta / v_0) + + # Inner products used in MSA system + dotS1L = IMRPhenomX_vector_dot_product(S1v, Lhat) + dotS2L = IMRPhenomX_vector_dot_product(S2v, Lhat) + dotS1S2 = IMRPhenomX_vector_dot_product(S1v, S2v) + dotS1Ln = dotS1L / S1_0_norm + dotS2Ln = dotS2L / S2_0_norm + + # Coefficients for PN orbital angular momentum at 3PN, as per LALSimInspiralFDPrecAngles_internals.c + + constants_L_0, constants_L_1, constants_L_2, constants_L_3, constants_L_4 = ( + compute_constants_L(eta, dotS1L, dotS2L, q) + ) + + # Effective total spin + Seff = (1.0 + q) * dotS1L + (1 + (1.0 / q)) * dotS2L + + # Line 2347 + # Initial total spin, S = S1 + S2 + S0 = IMRPhenomX_vector_sum(S1v, S2v) + + # /* Initial total angular momentum, J = L + S1 + S2 */ + J_0 = IMRPhenomX_vector_sum(L_0, S0) + + # Norm of total initial spin + S_0_norm = IMRPhenomX_vector_L2_norm(S0) + + # Norm of orbital and total angular momenta + L_0_norm = IMRPhenomX_vector_L2_norm(L_0) + J_0_norm = IMRPhenomX_vector_L2_norm(J_0) + + L0norm = L_0_norm + J0norm = J_0_norm + + S1_norm_2, S2_norm_2 = compute_spin_norm_squared( + chi1x, chi1y, chi1z, chi2x, chi2y, chi2z, mass_1, mass_2 + ) + + vRoots = IMRPhenomX_Return_Roots_MSA( + L_0_norm, + J_0_norm, + S1_norm_2, + S2_norm_2, + q, + eta, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + ) + + # Line 2500 + Spl2 = vRoots[2] + Smi2 = vRoots[1] + S32 = vRoots[0] + + Spl2pSmi2 = Spl2 + Smi2 + Spl2mSmi2 = Spl2 - Smi2 + + # S_+ and S_- + Spl = jnp.sqrt(Spl2) + + # Eq. 45 of PRD 95, 104004, (2017), arXiv:1703.03967, set from initial conditions + SAv2 = 0.5 * (Spl2pSmi2) + SAv = jnp.sqrt(SAv2) + invSAv2 = 1.0 / SAv2 + invSAv = 1.0 / SAv + + # c_1 is determined by Eq. 41 of PRD, 95, 104004, (2017), arXiv:1703.03967 + c_1 = 0.5 * (J0norm * J0norm - L0norm * L0norm - SAv2) / L_0_norm * eta + c1_2 = c_1 * c_1 + + # Useful powers and combinations of c_1 + c1 = c_1 + c1_over_eta = c_1 / eta + c_1_over_eta = c_1 / eta + + # Average spin couplings over one precession cycle: A9 - A14 of arXiv:1703.03967 + # omqsq = (1.0 - q) * (1.0 - q) + 1e-16 + # omq2 = (1.0 - q * q) + 1e-16 + + # Precession averaged spin couplings, Eq. A9 - A14 of arXiv:1703.03967, note that we only use the initial values + # S1L_pav = (c_1 * (1.0 + q) - q * eta * Seff) / (eta * omq2) + # S2L_pav = -q * (c_1 * (1.0 + q) - eta * Seff) / (eta * omq2) + # S1S2_pav = 0.5 * SAv2 - 0.5 * (S1_norm_2 + S2_norm_2) + # S1Lsq_pav = (S1L_pav*S1L_pav + ((Spl2mSmi2)*(Spl2mSmi2) * v_0_2) / (32.0 * eta2 * omqsq)) + # S2Lsq_pav = (S2L_pav*S2L_pav + (q*q*(Spl2mSmi2)*(Spl2mSmi2) * v_0_2) / (32.0 * eta2 * omqsq)) + # S1LS2L_pav = (S1L_pav*S2L_pav - q * (Spl2mSmi2)*(Spl2mSmi2)*v_0_2 / (32.0 * eta2 * omqsq)) + + """ + # Spin couplings in arXiv:1703.03967 + beta3 = (((113./12.) + (25./4.)*(m2/m1)) * S1L_pav + ((113./12.) + (25./4.)*(m1/m2)) * S2L_pav) + beta5 = (((31319./1008.) - (1159./24.)*eta) + (m2/m1)*((809./84) - (281./8.)*eta)) * S1L_pav + \ + (((31319./1008.) - (1159./24.)*eta) + (m1/m2)*((809./84) - (281./8.)*eta)) * S2L_pav + beta6 = jnp.pi * (((75./2.) + (151./6.)*(m2/m1))*S1L_pav + ((75./2.) + (151./6.)*(m1/m2))*S2L_pav) + beta7 = (((130325./756) - (796069./2016)*eta + (100019./864.)*eta2) + \ + (m2/m1)*((1195759./18144) - (257023./1008.)*eta + (2903/32.)*eta2)) * S1L_pav + \ + (((130325./756) - (796069./2016)*eta + (100019./864.)*eta2) + \ + (m1/m2)*((1195759./18144) - (257023./1008.)*eta + (2903/32.)*eta2)) * S2L_pav + sigma4 = ((1.0/mu) * ((247./48.)*S1S2_pav - (721./48.)*S1L_pav*S2L_pav) + \ + (1.0/(m1*m1)) * ((233./96.)*S1_norm_2 - (719./96.)*S1Lsq_pav) + \ + (1.0/(m2*m2)) * ((233./96.)*S2_norm_2 - (719./96.)*S2Lsq_pav)) + """ + # Line 2597 + + a0 = eta * domegadt_constants_NS[0] + a2 = eta * (domegadt_constants_NS[1] + eta * (domegadt_constants_NS[2])) + a3 = eta * ( + domegadt_constants_NS[3] + + IMRPhenomX_Get_PN_beta( + domegadt_constants_SO[0], domegadt_constants_SO[1], dotS1L, dotS2L, q + ) + ) + a4 = eta * ( + domegadt_constants_NS[4] + + eta * (domegadt_constants_NS[5] + eta * (domegadt_constants_NS[6])) + + IMRPhenomX_Get_PN_sigma( + domegadt_constants_SS[0], + domegadt_constants_SS[1], + inveta, + dotS1S2, + dotS1L, + dotS2L, + ) + + IMRPhenomX_Get_PN_tau( + domegadt_constants_SS[2], + domegadt_constants_SS[3], + q, + S1_norm_2, + S2_norm_2, + dotS1L, + dotS2L, + eta, + ) + ) + """ + a5 = eta * ( + domegadt_constants_NS[7] + + eta * (domegadt_constants_NS[8]) + + IMRPhenomX_Get_PN_beta( + (domegadt_constants_SO[2] + eta * (domegadt_constants_SO[3])), + (domegadt_constants_SO[4] + eta * (domegadt_constants_SO[5])), + dotS1L, + dotS2L, + q, + ) + ) + """ + + # Useful powers of a_0 + a0_2 = a0 * a0 + a0_3 = a0_2 * a0 + a2_2 = a2 * a2 + + # Calculate g coefficients as in Appendix A of Chatziioannou et al, PRD, 95, 104004, (2017), arXiv:1703.03967. + # These constants are used in TaylorT2 where domega/dt is expressed as an inverse polynomial + g0 = 1 / a0 + g2 = -(a2 / a0_2) + g3 = -(a3 / a0_2) + g4 = -(a4 * a0 - a2_2) / a0_3 + # g5 = 0.0 # -(a5 * a0 - 2.0 * a3 * a2) / a0_3 + + # Useful powers of delta + delta = delta_qq + delta2 = delta * delta + # delta3 = delta * delta2 + # delta4 = delta * delta3 + + # \psi_1 is defined in Eq. C1 of Appendix C in PRD, 95, 104004, (2017), arXiv:1703.03967 + psi1 = 3.0 * (2.0 * eta2 * Seff - c_1) / (eta * delta2) + + c_1_over_nu = c1_over_eta + c_1_over_nu_2 = c_1_over_nu * c_1_over_nu + one_p_q_sq = (1.0 + q) * (1.0 + q) + Seff_2 = Seff * Seff + q_2 = q * q + one_m_q_sq = (1.0 - q) * (1.0 - q) + one_m_q2_2 = (1.0 - q_2) * (1.0 - q_2) + one_m_q_4 = one_m_q_sq * one_m_q_sq + + # This implements the Delta term as in LALSimInspiralFDPrecAngles.c + # c.f. https://git.ligo.org/lscsoft/lalsuite/-/blob/master/lalsimulation/lib/LALSimInspiralFDPrecAngles_internals.c#L145 + # if pflag == 222 or pflag == 223: + Del1 = 4.0 * c_1_over_nu_2 * one_p_q_sq + Del2 = 8.0 * c_1_over_nu * q * (1.0 + q) * Seff + Del3 = 4.0 * (one_m_q2_2 * S1_norm_2 - q_2 * Seff_2) + Del4 = 4.0 * c_1_over_nu_2 * q_2 * one_p_q_sq + Del5 = 8.0 * c_1_over_nu * q_2 * (1.0 + q) * Seff + Del6 = 4.0 * (one_m_q2_2 * S2_norm_2 - q_2 * Seff_2) + Delta = jnp.sqrt(jnp.abs((Del1 - Del2 - Del3) * (Del4 - Del5 - Del6))) + + """ + else: + # Coefficients of \Delta as defined in Eq. C3 of Appendix C in PRD, 95, 104004, (2017), arXiv:1703.03967. + term1 = c1_2 * eta / (q * delta4) + term2 = -2.0 * c_1 * eta3 * (1.0 + q) * Seff / (q * delta4) + term3 = -eta2 * (delta2 * S1_norm_2 - eta2 * Seff_2) / delta4 + + # Is this 1) (c1_2 * q * eta / delta4) or 2) c1_2*eta2/delta4? + # - In paper.pdf, the expression 1) is used. + # Using eta^2 leads to higher frequency oscillations, use q * eta + term4 = c1_2 * eta * q / delta4 + term5 = -2.0 * c_1 * eta3 * (1.0 + q) * Seff / delta4 + term6 = -eta2 * (delta2 * S2_norm_2 - eta2 * Seff_2) / delta4 + Delta = jnp.sqrt(jnp.abs((term1 + term2 + term3) * (term4 + term5 + term6))) + """ + # Line 2706 + + # if pflag == 222 or pflag == 223: + u1 = 3.0 * g2 / g0 + u2 = 0.75 * one_p_q_sq / one_m_q_4 + u3 = -20.0 * c_1_over_nu_2 * q_2 * one_p_q_sq + u4 = ( + 2.0 + * one_m_q2_2 + * (q * (2.0 + q) * S1_norm_2 + (1.0 + 2.0 * q) * S2_norm_2 - 2.0 * q * SAv2) + ) + u5 = 2.0 * q_2 * (7.0 + 6.0 * q + 7.0 * q_2) * 2.0 * c_1_over_nu * Seff + u6 = 2.0 * q_2 * (3.0 + 4.0 * q + 3.0 * q_2) * Seff_2 + u7 = q * Delta + + # Eq. C2 (1703.03967) + psi2 = u1 + u2 * (u3 + u4 + u5 - u6 + u7) + """ + else: + # \psi_2 is defined in Eq. C2 of Appendix C in PRD, 95, 104004, (2017). Here we implement system of equations as in paper.pdf + term1 = 3.0 * g2 / g0 + + # q^2 or no q^2 in term2? Consensus on retaining q^2 term: https://git.ligo.org/waveforms/reviews/phenompv3hm/issues/7 + term2 = 3.0 * q * q / (2.0 * eta3) + term3 = 2.0 * Delta + term4 = -2.0 * eta2 * SAv2 / delta2 + term5 = -10.0 * eta * c1_2 / delta4 + term6 = 2.0 * eta2 * (7.0 + 6.0 * q + 7.0 * q * q) * c_1 * Seff / (omqsq * delta2) + term7 = -eta3 * (3.0 + 4.0 * q + 3.0 * q * q) * Seff_2 / (omqsq * delta2) + term8 = eta * (q * (2.0 + q) * S1_norm_2 + (1.0 + 2.0 * q) * S2_norm_2) / omqsq + + # \psi_2, C2 of Appendix C of PRD, 95, 104004, (2017) + psi2 = term1 + term2 * (term3 + term4 + term5 + term6 + term7 + term8) + """ + # Eq. D1 of PRD, 95, 104004, (2017), arXiv:1703.03967 + Rm = Spl2 - Smi2 + Rm_2 = Rm * Rm + + # Eq. D2 and D3 Appendix D of PRD, 95, 104004, (2017), arXiv:1703.03967 + cp = Spl2 * eta2 - c1_2 + cm = Smi2 * eta2 - c1_2 + + # jnp.abs is here to help enforce positive definite cpcm + cpcm = jnp.abs(cp * cm) + sqrt_cpcm = jnp.sqrt(cpcm) + + # Eq. D4 in PRD, 95, 104004, (2017), arXiv:1703.03967 ; Note difference to published version. + a1dD = 0.5 + 0.75 / eta + + # Eq. D5 in PRD, 95, 104004, (2017), arXiv:1703.03967 + a2dD = -0.75 * Seff / eta + + # Eq. E3 in PRD, 95, 104004, (2017), arXiv:1703.03967 ; Note that this is Rm * D2 + D2RmSq = (cp - sqrt_cpcm) / eta2 + + # Eq. E4 in PRD, 95, 104004, (2017), arXiv:1703.03967 ; Note that this is Rm^2 * D4 + D4RmSq = -0.5 * Rm * sqrt_cpcm / eta2 - cp / eta4 * (sqrt_cpcm - cp) + + S0m = S1_norm_2 - S2_norm_2 + + # Difference of spin norms squared, as used in Eq. D6 of PRD, 95, 104004, (2017), arXiv:1703.03967 + aw = ( + -3.0 + * (1.0 + q) + / q + * ( + 2.0 * (1.0 + q) * eta2 * Seff * c_1 + - (1.0 + q) * c1_2 + + (1.0 - q) * eta2 * S0m + ) + ) + cw = 3.0 / 32.0 / eta * Rm_2 + dw = 4.0 * cp - 4.0 * D2RmSq * eta2 + hw = -2.0 * (2.0 * D2RmSq - Rm) * c_1 + fw = Rm * D2RmSq - D4RmSq - 0.25 * Rm_2 + + adD = aw / dw + hdD = hw / dw + cdD = cw / dw + fdD = fw / dw + + gw = 3.0 / 16.0 / eta2 / eta * Rm_2 * (c_1 - eta2 * Seff) + gdD = gw / dw + + # Useful powers of the coefficients + hdD_2 = hdD * hdD + adDfdD = adD * fdD + adDfdDhdD = adDfdD * hdD + adDhdD_2 = adD * hdD_2 + + # Line 2800 + + # Eq. D10 in PRD, 95, 104004, (2017), arXiv:1703.03967 + Omegaz0 = a1dD + adD + + # Eq. D11 in PRD, 95, 104004, (2017), arXiv:1703.03967 + Omegaz1 = a2dD - adD * Seff - adD * hdD + + # Eq. D12 in PRD, 95, 104004, (2017), arXiv:1703.03967 + Omegaz2 = adD * hdD * Seff + cdD - adD * fdD + adD * hdD_2 + + # Eq. D13 in PRD, 95, 104004, (2017), arXiv:1703.03967 + Omegaz3 = (adDfdD - cdD - adDhdD_2) * (Seff + hdD) + adDfdDhdD + + # Eq. D14 in PRD, 95, 104004, (2017), arXiv:1703.03967 + Omegaz4 = (cdD + adDhdD_2 - 2.0 * adDfdD) * ( + hdD * Seff + hdD_2 - fdD + ) - adD * fdD * fdD + + # Eq. D15 in PRD, 95, 104004, (2017), arXiv:1703.03967 + """ + Omegaz5 = ( + (cdD - adDfdD + adDhdD_2) * fdD * (Seff + 2.0 * hdD) + - (cdD + adDhdD_2 - 2.0 * adDfdD) * hdD_2 * (Seff + hdD) + - adDfdD * fdD * hdD + ) + """ + + # Coefficients of Eq. 65, as defined in Equations D16 - D21 of PRD, 95, 104004, (2017), arXiv:1703.03967 + Omegaz0_coeff = 3.0 * g0 * Omegaz0 + Omegaz1_coeff = 3.0 * g0 * Omegaz1 + Omegaz2_coeff = 3.0 * (g0 * Omegaz2 + g2 * Omegaz0) + Omegaz3_coeff = 3.0 * (g0 * Omegaz3 + g2 * Omegaz1 + g3 * Omegaz0) + Omegaz4_coeff = 3.0 * (g0 * Omegaz4 + g2 * Omegaz2 + g3 * Omegaz1 + g4 * Omegaz0) + Omegaz5_coeff = 0 # 3.0 * (g0 * Omegaz5 + g2 * Omegaz3 + g3 * Omegaz2 + g4 * Omegaz1 + g5 * Omegaz0) + + # Coefficients of zeta: in Appendix E of PRD, 95, 104004, (2017), arXiv:1703.03967 + c1oveta2 = c_1 / eta2 + Omegazeta0 = Omegaz0 + Omegazeta1 = Omegaz1 + Omegaz0 * c1oveta2 + Omegazeta2 = Omegaz2 + Omegaz1 * c1oveta2 + Omegazeta3 = Omegaz3 + Omegaz2 * c1oveta2 + gdD + Omegazeta4 = Omegaz4 + Omegaz3 * c1oveta2 - gdD * Seff - gdD * hdD + # Omegazeta5 = Omegaz5 + Omegaz4 * c1oveta2 + gdD * hdD * Seff + gdD * (hdD_2 - fdD) + + Omegazeta0_coeff = -g0 * Omegazeta0 + Omegazeta1_coeff = -1.5 * g0 * Omegazeta1 + Omegazeta2_coeff = -3.0 * (g0 * Omegazeta2 + g2 * Omegazeta0) + Omegazeta3_coeff = 3.0 * (g0 * Omegazeta3 + g2 * Omegazeta1 + g3 * Omegazeta0) + Omegazeta4_coeff = 3.0 * ( + g0 * Omegazeta4 + g2 * Omegazeta2 + g3 * Omegazeta1 + g4 * Omegazeta0 + ) + Omegazeta5_coeff = 0.0 # 1.5 * (g0 * Omegazeta5 + g2 * Omegazeta3 + g3 * Omegazeta2 + g4 * Omegazeta1 + g5 * Omegazeta0) + + # Get psi0 term + psi0 = compute_psi0( + Smi2, Spl2, S32, S_0_norm, v_0, v_0_2, psi1, psi2, g0, delta_qq, L_0, S1v, S2v + ) + + # Tolerance chosen to be consistent with implementation in LALSimInspiralFDPrecAngles + condition = jnp.abs(Spl2 - Smi2) > 1e-5 + + def compute_msa_corrections(): + return IMRPhenomX_Return_MSA_Corrections_MSA( + v_0, + L_0_norm, + J_0_norm, + Seff, + eta, + eta3, + inveta, + Spl, + Spl2, + Smi2, + Spl2mSmi2, + S1_norm_2, + S2_norm_2, + S32, + delta_qq, + g0, + psi0, + psi1, + psi2, + ) + + def no_msa_corrections(): + return jnp.array([0.0, 0.0, 0.0]) + + vMSA = jax.lax.cond(condition, compute_msa_corrections, no_msa_corrections) + + # Initial \phi_z + phiz_0_init = 0.0 + phiz_0 = IMRPhenomX_Return_phiz_MSA( + v_0, + J_0_norm, + eta, + inveta, + eta2, + eta4, + c1, + SAv, + SAv2, + invSAv, + invSAv2, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0_init, + ) + + # Initial \zeta + zeta_0_init = 0.0 + zeta_0 = IMRPhenomX_Return_zeta_MSA( + v_0, + eta, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0_init, + ) + + phiz_0 = -phiz_0 - vMSA[0] + zeta_0 = -zeta_0 - vMSA[1] + + return jnp.array( + [ + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + g0, + c_1, + c_1_over_eta, + SAv2, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + psi0, + psi1, + psi2, + phiz_0, + zeta_0, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + S1_norm_2, + S2_norm_2, + ] + ) + + +def IMRPhenomX_Return_Roots_MSA( + LNorm: float, + JNorm: float, + S1_norm_2: float, + S2_norm_2: float, + qq: float, + eta: float, + delta_qq: float, + Seff: float, + dotS1Ln: float, + dotS2Ln: float, + S_0_norm: float, +) -> jnp.ndarray: + """ + Compute roots S32, Smi2, Spl2 for MSA approximation. + + Parameters + ---------- + LNorm : float + Normalized orbital angular momentum. + JNorm : float + Normalized total angular momentum. + S1_norm_2 : float + Spin 1 magnitude squared. + S2_norm_2 : float + Spin 2 magnitude squared. + qq : float + Mass ratio q = m2/m1. + eta : float + Symmetric mass ratio. + delta_qq : float + Mass difference parameter (m1-m2)/(m1+m2). + Seff : float + Effective spin parameter. + dotS1Ln : float + Dot product of S1 with L_hat. + dotS2Ln : float + Dot product of S2 with L_hat. + S_0_norm : float + Initial total spin magnitude. + + Returns + ------- + jnp.ndarray + Array of [S32, Smi2, Spl2] roots. + """ + vBCD = IMRPhenomX_Return_Spin_Evolution_Coefficients_MSA( + LNorm, + JNorm, + S1_norm_2, + S2_norm_2, + qq, + eta, + delta_qq, + Seff, + ) + B, C, D = vBCD[0], vBCD[1], vBCD[2] + + B2 = B * B + B3 = B2 * B + BC = B * C + + p = C - B2 / 3.0 + qc = (2.0 / 27.0) * B3 - BC / 3.0 + D + + sqrtarg = jnp.sqrt(-p / 3.0) + acosarg = 1.5 * qc / (p * sqrtarg) + acosarg = jnp.clip(acosarg, -1.0, 1.0) + + theta = jnp.arccos(acosarg) / 3.0 + cos_theta = jnp.cos(theta) + + vector_condition = jnp.logical_or(jnp.isnan(theta), (jnp.isnan(sqrtarg))) + scalar_condition = jnp.any( + jnp.array( + [ + (dotS1Ln == 1.0), + (dotS2Ln == 1.0), + (dotS1Ln == -1.0), + (dotS2Ln == -1.0), + (S1_norm_2 == 0.0), + (S2_norm_2 == 0.0), + ] + ) + ) + + invalid_case = jnp.logical_or(vector_condition, scalar_condition) + + def roots_when_valid(): + tmp1 = 2.0 * sqrtarg * jnp.cos(theta - 4.0 * jnp.pi / 3.0) - B / 3.0 + tmp2 = 2.0 * sqrtarg * jnp.cos(theta - 2.0 * jnp.pi / 3.0) - B / 3.0 + tmp3 = 2.0 * sqrtarg * cos_theta - B / 3.0 + + tmp4 = jnp.maximum(jnp.maximum(tmp1, tmp2), tmp3) + tmp5 = jnp.minimum(jnp.minimum(tmp1, tmp2), tmp3) + + tmp6 = jnp.where( + (tmp4 - tmp3 > 0.0) & (tmp5 - tmp3 < 0.0), + tmp3, + jnp.where((tmp4 - tmp1 > 0.0) & (tmp5 - tmp1 < 0.0), tmp1, tmp2), + ) + + S32 = tmp5 + Smi2 = jnp.abs(tmp6) + Spl2 = jnp.abs(tmp4) + return jnp.array([S32, Smi2, Spl2]) + + def roots_when_invalid(): + Smi2 = S_0_norm**2 * jnp.ones_like(LNorm) + Spl2 = Smi2 + 1e-9 + S32 = jnp.zeros_like(LNorm) + return jnp.array([S32, Smi2, Spl2]) + + roots_array = jnp.where( + jnp.atleast_1d(invalid_case), + roots_when_invalid(), + roots_when_valid(), + ) + + return roots_array + + +def IMRPhenomX_Return_Spin_Evolution_Coefficients_MSA( + LNorm: float, + JNorm: float, + S1_norm_2: float, + S2_norm_2: float, + qq: float, + eta: float, + delta_qq: float, + Seff: float, +) -> jnp.ndarray: + """ + Compute spin evolution coefficients B, C, D for MSA approximation. + + Parameters + ---------- + LNorm : float + Normalized orbital angular momentum. + JNorm : float + Normalized total angular momentum. + S1_norm_2 : float + Spin 1 magnitude squared. + S2_norm_2 : float + Spin 2 magnitude squared. + qq : float + Mass ratio q = m2/m1. + eta : float + Symmetric mass ratio. + delta_qq : float + Mass difference parameter (m1-m2)/(m1+m2). + Seff : float + Effective spin parameter. + + Returns + ------- + jnp.ndarray + Array of [B_coeff, C_coeff, D_coeff]. + """ + JNorm2 = JNorm * JNorm + LNorm2 = LNorm * LNorm + + S1Norm2 = S1_norm_2 + S2Norm2 = S2_norm_2 + q = qq + delta = delta_qq + deltaSq = delta * delta + + J2mL2 = JNorm2 - LNorm2 + J2mL2Sq = J2mL2 * J2mL2 + + # B coefficient (Eq. B2) + B_coeff = ( + (LNorm2 + S1Norm2) * q + + 2.0 * LNorm * Seff + - 2.0 * JNorm2 + - S1Norm2 + - S2Norm2 + + (LNorm2 + S2Norm2) / q + ) + + # C coefficient (Eq. B3) + C_coeff = ( + J2mL2Sq + - 2.0 * LNorm * Seff * J2mL2 + - 2.0 * ((1.0 - q) / q) * LNorm2 * (S1Norm2 - q * S2Norm2) + + 4.0 * eta * LNorm2 * Seff * Seff + - 2.0 * delta * (S1Norm2 - S2Norm2) * Seff * LNorm + + 2.0 * ((1.0 - q) / q) * (q * S1Norm2 - S2Norm2) * JNorm2 + ) + + # D coefficient (Eq. B4) + D_coeff = ( + ((1.0 - q) / q) * (S2Norm2 - q * S1Norm2) * J2mL2Sq + + deltaSq * (S1Norm2 - S2Norm2) ** 2 * LNorm2 / eta + + 2.0 * delta * LNorm * Seff * (S1Norm2 - S2Norm2) * J2mL2 + ) + + return jnp.array([B_coeff, C_coeff, D_coeff]) + + +def IMRPhenomX_Get_PN_sigma( + a: float, + b: float, + inveta: float, + dotS1S2: float, + dotS1L: float, + dotS2L: float, +) -> float: + """ + Calculate PN sigma coefficient + + Args: + a: First coefficient (float) + b: Second coefficient (float) + inveta: Inverse of symmetric mass ratio (float) + dotS1S2: Dot product of S1 and S2 (float) + dotS1L: Dot product of S1 and L (float) + dotS2L: Dot product of S2 and L (float) + + Returns: + float: PN sigma value + """ + return inveta * (a * dotS1S2 - b * dotS1L * dotS2L) + + +def IMRPhenomX_Get_PN_tau( + a: float, + b: float, + qq: float, + S1_norm_2: float, + S2_norm_2: float, + dotS1L: float, + dotS2L: float, + eta: float, +) -> float: + """ + Internal function to computes PN spin-spin couplings. As in LALSimInspiralFDPrecAngles.c + + Args: + a: First coefficient (float) + b: Second coefficient (float) + qq: Mass ratio q = m1/m2 (float) + S1_norm_2: Squared norm of spin 1 (float) + S2_norm_2: Squared norm of spin 2 (float) + dotS1L: Dot product of S1 and L (float) + dotS2L: Dot product of S2 and L (float) + eta: Symmetric mass ratio (float) + + Returns: + float: PN tau value + """ + return ( + qq * ((S1_norm_2 * a) - b * dotS1L * dotS1L) + + (a * S2_norm_2 - b * dotS2L * dotS2L) / qq + ) / eta + + +def IMRPhenomX_Get_PN_beta( + a: float, + b: float, + dotS1L: float, + dotS2L: float, + qq: float, +) -> float: + """ + Calculate PN beta coefficient + + Args: + a: First coefficient (float) + b: Second coefficient (float) + dotS1L: Dot product of S1 and L (float) + dotS2L: Dot product of S2 and L (float) + qq: Mass ratio q = m1/m2 (float) + + Returns: + float: PN beta value + """ + return dotS1L * (a + b * qq) + dotS2L * (a + b / qq) + + +def compute_constants_L(eta, dotS1L, dotS2L, q): + """ + Compute coefficients for PN orbital angular momentum at 3PN. + + As per LALSimInspiralFDPrecAngles_internals.c + + Args: + eta: Symmetric mass ratio + dotS1L: Dot product of S1 and L + dotS2L: Dot product of S2 and L + q: Mass ratio m2/m1 (q < 1) + + Returns: + jnp.ndarray: Array of 5 constants [constants_L_0, ..., constants_L_4] + """ + L_csts_nonspin = [ + 3.0 / 2.0, + 1.0 / 6.0, + 27.0 / 8.0, + -19.0 / 8.0, + 1.0 / 24.0, + 135.0 / 16.0, + -6889.0 / 144.0 + 41.0 / 24.0 * jnp.pi * jnp.pi, + 31.0 / 24.0, + 7.0 / 1296.0, + ] + + L_csts_spinorbit = [ + -14.0 / 6.0, + -3.0 / 2.0, + -11.0 / 2.0, + 133.0 / 72.0, + -33.0 / 8.0, + 7.0 / 4.0, + ] + + constants_L_0 = L_csts_nonspin[0] + eta * L_csts_nonspin[1] + constants_L_1 = IMRPhenomX_Get_PN_beta( + L_csts_spinorbit[0], L_csts_spinorbit[1], dotS1L, dotS2L, q + ) + constants_L_2 = ( + L_csts_nonspin[2] + eta * L_csts_nonspin[3] + eta * eta * L_csts_nonspin[4] + ) + constants_L_3 = IMRPhenomX_Get_PN_beta( + (L_csts_spinorbit[2] + L_csts_spinorbit[3] * eta), + (L_csts_spinorbit[4] + L_csts_spinorbit[5] * eta), + dotS1L, + dotS2L, + q, + ) + constants_L_4 = ( + L_csts_nonspin[5] + + L_csts_nonspin[6] * eta + + L_csts_nonspin[7] * eta * eta + + L_csts_nonspin[8] * eta * eta * eta + ) + + return constants_L_0, constants_L_1, constants_L_2, constants_L_3, constants_L_4 + + +def compute_spin_norm_squared(chi1x, chi1y, chi1z, chi2x, chi2y, chi2z, mass_1, mass_2): + """ + Compute the squared norms of the dimensionless spin vectors S1 and S2. + + Args: + chi1x, chi1y, chi1z: Components of dimensionless spin vector for mass 1 + chi2x, chi2y, chi2z: Components of dimensionless spin vector for mass 2 + mass_1: Mass of the primary (m1 > m2) + mass_2: Mass of the secondary + + Returns: + tuple: (S1_norm_2, S2_norm_2) - squared norms of the spin vectors + """ + chi1_norm = jnp.sqrt(chi1x * chi1x + chi1y * chi1y + chi1z * chi1z) + chi2_norm = jnp.sqrt(chi2x * chi2x + chi2y * chi2y + chi2z * chi2z) + + total_mass = mass_1 + mass_2 + mass_1_fraction = mass_1 / total_mass + mass_2_fraction = mass_2 / total_mass + + S1_norm = jnp.abs(chi1_norm) * jnp.power(mass_1_fraction, 2) + S2_norm = jnp.abs(chi2_norm) * jnp.power(mass_2_fraction, 2) + + S1_norm_2 = jnp.power(S1_norm, 2) + S2_norm_2 = jnp.power(S2_norm, 2) + + return S1_norm_2, S2_norm_2 + + +def compute_psi0( + Smi2: float, + Spl2: float, + S32: float, + S_0_norm: float, + v_0: float, + v_0_2: float, + psi1: float, + psi2: float, + g0: float, + delta_qq: float, + L_0: jnp.ndarray, + S1v: jnp.ndarray, + S2v: jnp.ndarray, +) -> float: + """ + Compute initial psi0 value for MSA approximation. + + Args: + Smi2: S_minus squared root (float) + Spl2: S_plus squared root (float) + S32: S_3 squared root (float) + S_0_norm: Initial total spin norm (float) + v_0: Initial velocity parameter (float) + v_0_2: v_0 squared (float) + psi1: Psi coefficient 1 (float) + psi2: Psi coefficient 2 (float) + g0: g0 coefficient (float) + delta_qq: Delta mass ratio term (float) + L_0: Initial orbital angular momentum vector (array) + S1v: Spin 1 vector (array) + S2v: Spin 2 vector (array) + + Returns: + float: Initial psi0 value + """ + condition = jnp.abs(Smi2 - Spl2) < 1.0e-5 + + def psi0_zero(): + return 0.0 + + def psi0_nonzero(): + mm = jnp.sqrt((Smi2 - Spl2) / (S32 - Spl2)) + tmpB = (S_0_norm * S_0_norm - Spl2) / (Smi2 - Spl2) + + volume_element = IMRPhenomX_vector_dot_product( + IMRPhenomX_vector_cross_product(L_0, S1v), S2v + ) + vol_sign = jnp.sign( + volume_element + ) # equivalent to (volume_element > 0) - (volume_element < 0) + + psi_of_v0 = IMRPhenomX_psiofv(v_0, v_0_2, 0.0, psi1, psi2, g0, delta_qq) + + # Handle boundary cases for tmpB + def handle_boundary_cases(): + # If tmpB > 1.0 and close to 1 + case1_condition = jnp.logical_and(tmpB > 1.0, (tmpB - 1.0) < 0.00001) + case1_result = ( + ellint_F(jnp.arcsin(vol_sign * jnp.sqrt(1.0)), mm) - psi_of_v0 + ) # stub + + # If tmpB < 0.0 and close to 0 + case2_condition = jnp.logical_and(tmpB < 0.0, tmpB > -0.00001) + case2_result = ( + ellint_F(jnp.arcsin(vol_sign * jnp.sqrt(0.0)), mm) - psi_of_v0 + ) # stub + + # Normal case + normal_result = ( + ellint_F(jnp.arcsin(vol_sign * jnp.sqrt(tmpB)), mm) - psi_of_v0 + ) # stub + + return jnp.where( + case1_condition, + case1_result, + jnp.where(case2_condition, case2_result, normal_result), + ) + + def normal_case(): + return ( + ellint_F(jnp.arcsin(vol_sign * jnp.sqrt(tmpB)), mm) - psi_of_v0 + ) # stub + + # Check if we're in boundary case + boundary_condition = jnp.logical_or(tmpB < 0.0, tmpB > 1.0) + + return jax.lax.cond(boundary_condition, handle_boundary_cases, normal_case) + + return jax.lax.cond(condition, psi0_zero, psi0_nonzero) + + +def IMRPhenomX_psiofv(v, v2, psi0, psi1, psi2, g0, delta_qq): + """ + Compute psi(v) for the MSA approximation. + + Based on Equation 51 in arXiv:1703.03967. + + Parameters + ---------- + v : float + Orbital velocity parameter. + v2 : float + v squared. + psi0, psi1, psi2 : float + Psi expansion coefficients. + g0 : float + Precession coefficient g0. + delta_qq : float + Mass difference parameter delta_qq. + + Returns + ------- + psi : float + The psi angle at velocity v. + """ + return psi0 - 0.75 * g0 * delta_qq * (1.0 + psi1 * v + psi2 * v2) / (v2 * v) + + +def IMRPhenomX_vector_cross_product(v1: jnp.ndarray, v2: jnp.ndarray) -> jnp.ndarray: + """ + Calculate cross product of two 3D vectors + + Args: + v1: First 3D vector as JAX array [x, y, z] (jnp.ndarray) + v2: Second 3D vector as JAX array [x, y, z] (jnp.ndarray) + + Returns: + jnp.ndarray: Cross product vector + """ + return jnp.cross(v1, v2) + + +def IMRPhenomX_Return_Constants_c_MSA( + v: float, + JNorm: float, + Seff: float, + eta: float, + eta3: float, + inveta: float, + Spl2: float, + Smi2: float, + S1_norm_2: float, + S2_norm_2: float, + delta_qq: float, +) -> jnp.ndarray: + """ + Compute c constants for MSA approximation. + + Parameters + ---------- + v : float + Orbital velocity parameter. + JNorm : float + Normalized total angular momentum. + Seff : float + Effective spin parameter. + eta : float + Symmetric mass ratio. + eta3 : float + eta cubed. + inveta : float + Inverse of eta (1/eta). + Spl2 : float + S_plus squared. + Smi2 : float + S_minus squared. + S1_norm_2 : float + Spin 1 magnitude squared. + S2_norm_2 : float + Spin 2 magnitude squared. + delta_qq : float + MSA coefficient delta_qq. + + Returns + ------- + jnp.ndarray + Array of [c0, c2, c4] constants. + """ + v2 = v * v + v3 = v * v2 + v4 = v2 * v2 + v6 = v3 * v3 + JNorm2 = JNorm * JNorm + + x = JNorm * ( + 0.75 + * (1.0 - Seff * v) + * v2 + * ( + eta3 + + 4.0 * eta3 * Seff * v + - 2.0 + * eta + * (JNorm2 - Spl2 + 2.0 * (S1_norm_2 - S2_norm_2) * delta_qq) + * v2 + - 4.0 * eta * Seff * (JNorm2 - Spl2) * v3 + + (JNorm2 - Spl2) ** 2 * v4 * inveta + ) + ) + + y = JNorm * ( + -1.5 + * eta + * (Spl2 - Smi2) + * (1.0 + 2.0 * Seff * v - (JNorm2 - Spl2) * v2 * inveta**2) + * (1.0 - Seff * v) + * v4 + ) + + z = JNorm * (0.75 * inveta * (Spl2 - Smi2) ** 2 * (1.0 - Seff * v) * v6) + + return jnp.array([x, y, z]) + + +def IMRPhenomX_Return_Constants_d_MSA( + LNorm: float, + JNorm: float, + Spl: float, + Spl2: float, + Smi2: float, +) -> jnp.ndarray: + """ + Compute d constants for MSA approximation. + + Parameters + ---------- + LNorm : float + Normalized orbital angular momentum. + JNorm : float + Normalized total angular momentum. + Spl : float + S_plus. + Spl2 : float + S_plus squared. + Smi2 : float + S_minus squared. + + Returns + ------- + jnp.ndarray + Array of [d0, d2, d4] constants. + """ + LNorm2 = LNorm * LNorm + JNorm2 = JNorm * JNorm + + x = -(JNorm2 - (LNorm + Spl) * (LNorm + Spl)) * ( + JNorm2 - (LNorm - Spl) * (LNorm - Spl) + ) + + y = -2.0 * (Spl2 - Smi2) * (JNorm2 + LNorm2 - Spl2) + + z = -((Spl2 - Smi2) ** 2) + + return jnp.array([x, y, z]) + + +def IMRPhenomX_Return_Psi_MSA( + v: float, + v2: float, + g0: float, + delta_qq: float, + psi1: float, + psi2: float, +) -> float: + """ + Compute psi for MSA approximation. + + Parameters + ---------- + v : float + Orbital velocity parameter. + v2 : float + v squared. + g0 : float + MSA coefficient g0. + delta_qq : float + MSA coefficient delta_qq. + psi1 : float + MSA coefficient psi1. + psi2 : float + MSA coefficient psi2. + + Returns + ------- + float + Psi value. + """ + return -0.75 * g0 * delta_qq * (1.0 + psi1 * v + psi2 * v2) / (v2 * v) + + +def IMRPhenomX_Return_Psi_dot_MSA( + v: float, + Seff: float, + inveta: float, + Spl2: float, + S32: float, +) -> float: + """ + Compute the time derivative of psi for MSA approximation. + + Parameters + ---------- + v : float + Orbital velocity parameter. + Seff : float + Effective spin parameter. + inveta : float + Inverse of symmetric mass ratio (1/eta). + Spl2 : float + S_plus squared. + S32 : float + S_3 squared. + + Returns + ------- + float + Time derivative of psi. + """ + v2 = v * v + + A_coeff = -1.5 * v2 * v2 * v2 * (1.0 - v * Seff) * jnp.sqrt(inveta) + psi_dot = 0.5 * A_coeff * jnp.sqrt(Spl2 - S32) + + return psi_dot + + +def IMRPhenomX_Return_MSA_Corrections_MSA( + v: float, + LNorm: float, + JNorm: float, + Seff: float, + eta: float, + eta3: float, + inveta: float, + Spl: float, + Spl2: float, + Smi2: float, + Spl2mSmi2: float, + S1_norm_2: float, + S2_norm_2: float, + S32: float, + delta_qq: float, + g0: float, + psi0: float, + psi1: float, + psi2: float, +) -> jnp.ndarray: + """ + Compute MSA corrections for precession angles. + + Parameters + ---------- + v : float + Orbital velocity parameter. + LNorm : float + Normalized orbital angular momentum. + JNorm : float + Normalized total angular momentum. + Seff : float + Effective spin parameter. + eta : float + Symmetric mass ratio. + eta3 : float + eta cubed. + inveta : float + Inverse of eta (1/eta). + Spl : float + S_plus. + Spl2 : float + S_plus squared. + Smi2 : float + S_minus squared. + Spl2mSmi2 : float + Spl2 - Smi2. + S1_norm_2 : float + Spin 1 magnitude squared. + S2_norm_2 : float + Spin 2 magnitude squared. + S32 : float + S_3 squared. + delta_qq : float + MSA coefficient delta_qq. + g0 : float + MSA coefficient g0. + psi0 : float + Initial psi value. + psi1 : float + MSA coefficient psi1. + psi2 : float + MSA coefficient psi2. + + Returns + ------- + jnp.ndarray + Array of MSA corrections [vMSA_x, vMSA_y, 0]. + """ + v2 = v * v + + # Sets c0, c2 and c4 as per Eq. B6-B8 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + c_vec = IMRPhenomX_Return_Constants_c_MSA( + v, + JNorm, + Seff, + eta, + eta3, + inveta, + Spl2, + Smi2, + S1_norm_2, + S2_norm_2, + delta_qq, + ) + # Sets d0, d2 and d4 as per Eq. B9-B11 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + d_vec = IMRPhenomX_Return_Constants_d_MSA(LNorm, JNorm, Spl, Spl2, Smi2) + + c0, c2, c4 = c_vec + d0, d2, d4 = d_vec + + two_d0 = 2.0 * d0 + + # Eq. B20 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + sd = jnp.sqrt(jnp.abs(d2 * d2 - 4.0 * d0 * d4)) + + # Eq. F20-21 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + A_theta_L = 0.5 * ((JNorm / LNorm) + (LNorm / JNorm) - (Spl2 / (JNorm * LNorm))) + B_theta_L = 0.5 * Spl2mSmi2 / (JNorm * LNorm) + + nc_num = 2.0 * (d0 + d2 + d4) + nc_denom = two_d0 + d2 + sd + + nc = nc_num / nc_denom + nd = nc_denom / two_d0 + + sqrt_nc = jnp.sqrt(jnp.abs(nc)) + sqrt_nd = jnp.sqrt(jnp.abs(nd)) + + psi = IMRPhenomX_Return_Psi_MSA(v, v2, g0, delta_qq, psi1, psi2) + psi0 + psi_dot = IMRPhenomX_Return_Psi_dot_MSA(v, Seff, inveta, Spl2, S32) + + tan_psi = jnp.tan(psi) + atan_psi = jnp.arctan(tan_psi) + """ + # C1 = -0.5 * (c0 / d0 - 2.0 * (c0 + c2 + c4) / nc_num) + + C2num = ( + c0 * (-2.0 * d0 * d4 + d2 * d2 + d2 * d4) + - c2 * d0 * (d2 + 2.0 * d4) + + c4 * d0 * (two_d0 + d2) + ) + """ + C2den = 2.0 * d0 * sd * (d0 + d2 + d4) + # C2 = C2num / C2den + + # Cphi = C1 + C2 + # Dphi = C1 - C2 + + def compute_Cphi_term(): + return ( + jnp.abs( + ( + c4 * d0 * ((2 * d0 + d2) + sd) + - c2 * d0 * ((d2 + 2.0 * d4) - sd) + - c0 * ((2 * d0 * d4) - (d2 + d4) * (d2 - sd)) + ) + / C2den + ) + * (sqrt_nc / (nc - 1.0)) + * (atan_psi - jnp.arctan(sqrt_nc * tan_psi)) + / psi_dot + ) + + def compute_Dphi_term(): + return ( + jnp.abs( + ( + -c4 * d0 * ((2 * d0 + d2) - sd) + + c2 * d0 * ((d2 + 2.0 * d4) + sd) + - c0 * (-(2 * d0 * d4) + (d2 + d4) * (d2 + sd)) + ) + ) + / C2den + * (sqrt_nd / (nd - 1.0)) + * (atan_psi - jnp.arctan(sqrt_nd * tan_psi)) + / psi_dot + ) + + phiz_0_MSA_Cphi_term = jnp.where(nc == 1.0, 0.0, compute_Cphi_term()) + phiz_0_MSA_Dphi_term = jnp.where(nd == 1.0, 0.0, compute_Dphi_term()) + + vMSA_x = phiz_0_MSA_Cphi_term + phiz_0_MSA_Dphi_term + + vMSA_y = A_theta_L * vMSA_x + 2.0 * B_theta_L * d0 * ( + phiz_0_MSA_Cphi_term / (sd - d2) - phiz_0_MSA_Dphi_term / (sd + d2) + ) + + vMSA_x = jnp.where(jnp.isnan(vMSA_x), 0.0, vMSA_x) + vMSA_y = jnp.where(jnp.isnan(vMSA_y), 0.0, vMSA_y) + + return jnp.stack([vMSA_x, vMSA_y, jnp.zeros_like(vMSA_x)], axis=0) + + +def IMRPhenomX_Return_phiz_MSA( + v: float, + JNorm: float, + eta: float, + inveta: float, + eta2: float, + eta4: float, + c1: float, + SAv: float, + SAv2: float, + invSAv: float, + invSAv2: float, + Omegaz0_coeff: float, + Omegaz1_coeff: float, + Omegaz2_coeff: float, + Omegaz3_coeff: float, + Omegaz4_coeff: float, + Omegaz5_coeff: float, + phiz_0: float, +) -> float: + """ + Compute the azimuthal precession angle phi_z using the MSA approximation. + + Based on Eq. 66 and D22-D27 of Chatziioannou et al, PRD 95, 104004, (2017), + arXiv:1703.03967. + + Parameters + ---------- + v : float + Orbital velocity parameter. + JNorm : float + Magnitude of the total angular momentum. + eta : float + Symmetric mass ratio. + inveta : float + Inverse of symmetric mass ratio (1/eta). + eta2 : float + eta squared. + eta4 : float + eta to the fourth power. + c1 : float + Precession constant c1. + SAv : float + Spin parameter SAv. + SAv2 : float + SAv squared. + invSAv : float + Inverse of SAv (1/SAv). + invSAv2 : float + Inverse of SAv squared (1/SAv^2). + Omegaz0_coeff, ..., Omegaz5_coeff : float + Omega_z expansion coefficients from Eqs. D15-D20. + phiz_0 : float + Initial phi_z value. + + Returns + ------- + phiz_out : float + The azimuthal precession angle phi_z. + """ + invv = 1.0 / v + invv2 = invv * invv + LNewt = eta / v + + c12 = c1 * c1 + + inveta2 = inveta * inveta + inveta3 = inveta2 * inveta + inveta4 = inveta2 * inveta2 + + invSAv3 = invSAv2 * invSAv + invSAv4 = invSAv2 * invSAv2 + invSAv5 = invSAv4 * invSAv + + # These are log functions defined in Eq. D27 and D28 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + log1 = jnp.log(jnp.abs(c1 + JNorm * eta + eta * LNewt)) + log2 = jnp.log(jnp.abs(c1 + JNorm * SAv * v + SAv2 * v)) + + # Eq. D22-D27 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + phiz_0_coeff = (JNorm * inveta4) * ( + 0.5 * c12 + - (c1 * eta2 * invv) / 6.0 + - (SAv2 * eta2) / 3.0 + - (eta4 * invv2) / 3.0 + ) - (0.5 * c1 * inveta) * (c12 * inveta4 - SAv2 * inveta2) * log1 + + phiz_1_coeff = ( + -0.5 * JNorm * inveta2 * (c1 + eta * LNewt) + + 0.5 * inveta3 * (c12 - eta2 * SAv2) * log1 + ) + + phiz_2_coeff = -JNorm + SAv * log2 - c1 * log1 * inveta + + phiz_3_coeff = JNorm * v - eta * log1 + c1 * log2 * invSAv + + phiz_4_coeff = ( + 0.5 * JNorm * invSAv2 * v * (c1 + v * SAv2) + - 0.5 * invSAv3 * (c12 - eta2 * SAv2) * log2 + ) + + phiz_5_coeff = ( + -JNorm + * v + * ( + 0.5 * c12 * invSAv4 + - c1 * v * invSAv2 / 6.0 + - v * v / 3.0 + - eta2 * invSAv2 / 3.0 + ) + + 0.5 * c1 * invSAv5 * (c12 - eta2 * SAv2) * log2 + ) + + # Eq. 66 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + # \phi_{z,-1} = \sum^5_{n=0} <\Omega_z>^(n) \phi_z^(n) + \phi_{z,-1}^0 + # Note that the <\Omega_z>^(n) are given by Omegazn_coeff's as in Eqs. D15-D20 + phiz_out = ( + phiz_0_coeff * Omegaz0_coeff + + phiz_1_coeff * Omegaz1_coeff + + phiz_2_coeff * Omegaz2_coeff + + phiz_3_coeff * Omegaz3_coeff + + phiz_4_coeff * Omegaz4_coeff + + phiz_5_coeff * Omegaz5_coeff + + phiz_0 + ) + + # Ensure no NaN (replace with 0.0 if NaN) + phiz_out = jnp.nan_to_num(phiz_out, nan=0.0) + + return phiz_out + + +def IMRPhenomX_Return_zeta_MSA( + v: float, + eta: float, + Omegazeta0_coeff: float, + Omegazeta1_coeff: float, + Omegazeta2_coeff: float, + Omegazeta3_coeff: float, + Omegazeta4_coeff: float, + Omegazeta5_coeff: float, + zeta_0: float, +) -> float: + """ + Compute zeta angle for MSA approximation. + + Parameters + ---------- + v : float + Orbital velocity parameter. + eta : float + Symmetric mass ratio. + Omegazeta0_coeff : float + Zeta precession coefficient (order 0). + Omegazeta1_coeff : float + Zeta precession coefficient (order 1). + Omegazeta2_coeff : float + Zeta precession coefficient (order 2). + Omegazeta3_coeff : float + Zeta precession coefficient (order 3). + Omegazeta4_coeff : float + Zeta precession coefficient (order 4). + Omegazeta5_coeff : float + Zeta precession coefficient (order 5). + zeta_0 : float + Initial zeta value. + + Returns + ------- + float + Zeta angle. + """ + invv = 1.0 / v + invv2 = invv * invv + invv3 = invv * invv2 + v2 = v * v + logv = jnp.log(v) + + # Compute zeta using precession coefficients + zeta_out = ( + eta + * ( + Omegazeta0_coeff * invv3 + + Omegazeta1_coeff * invv2 + + Omegazeta2_coeff * invv + + Omegazeta3_coeff * logv + + Omegazeta4_coeff * v + + Omegazeta5_coeff * v2 + ) + + zeta_0 + ) + + # Replace NaNs with 0 using jnp.nan_to_num + zeta_out = jnp.nan_to_num(zeta_out, nan=0.0) + + return zeta_out + + +def IMRPhenomX_vector_sum(v1: jnp.ndarray, v2: jnp.ndarray) -> jnp.ndarray: + """ + Calculate sum of two 3D vectors + + Args: + v1: First 3D vector as JAX array (jnp.ndarray) + v2: Second 3D vector as JAX array (jnp.ndarray) + + Returns: + jnp.ndarray: Sum of the vectors + """ + return v1 + v2 + + +def IMRPhenomX_vector_L2_norm(v1: jnp.ndarray) -> float: + """ + Calculate L2 norm of a 3D vector + + Args: + v1: 3D vector as JAX array [x, y, z] (jnp.ndarray) + + Returns: + float: L2 norm of the vector + """ + return jnp.linalg.norm(v1) + + +def IMRPhenomX_vector_scalar(v1: jnp.ndarray, a: float) -> jnp.ndarray: + """ + Multiply a vector by a scalar + + Args: + v1: 3D vector as JAX array [x, y, z] (jnp.ndarray) + a: Scalar multiplier (float) + + Returns: + jnp.ndarray: Scaled vector + """ + v2 = jnp.array([a * v1[0], a * v1[1], a * v1[2]]) + return v2 + + +def IMRPhenomX_JNorm_MSA(LNorm: float, c1_over_eta: float, SAv2: float) -> float: + JNorm2 = LNorm * LNorm + 2.0 * LNorm * c1_over_eta + SAv2 + return jnp.sqrt(JNorm2) + + +def IMRPhenomX_L_norm_3PN_of_v( + v: jax.Array, + L_norm: float, + constants_L_0: float, + constants_L_1: float, + constants_L_2: float, + constants_L_3: float, + constants_L_4: float, +) -> float: + """ + Compute L_norm at 3PN order. + + Parameters + ---------- + v : jax.Array + Orbital velocity parameter. + L_norm : float + Normalized orbital angular momentum. + constants_L_0 : float + L polynomial coefficient (index 0). + constants_L_1 : float + L polynomial coefficient (index 1). + constants_L_2 : float + L polynomial coefficient (index 2). + constants_L_3 : float + L polynomial coefficient (index 3). + constants_L_4 : float + L polynomial coefficient (index 4). + + Returns + ------- + float + L_norm at 3PN order. + """ + v2 = v * v + L_norm3PN = L_norm * ( + 1.0 + + v2 + * ( + constants_L_0 + + v * constants_L_1 + + v2 * (constants_L_2 + v * constants_L_3 + v2 * constants_L_4) + ) + ) + return L_norm3PN + + +def IMRPhenomX_Return_phi_zeta_costhetaL_MSA( + v: float, + eta: float, + eta2: float, + eta3: float, + eta4: float, + inveta: float, + c1: float, + c1_over_eta: float, + SAv: float, + SAv2: float, + invSAv: float, + invSAv2: float, + constants_L_0: float, + constants_L_1: float, + constants_L_2: float, + constants_L_3: float, + constants_L_4: float, + S1_norm_2: float, + S2_norm_2: float, + qq: float, + delta_qq: float, + Seff: float, + dotS1Ln: float, + dotS2Ln: float, + S_0_norm: float, + psi0: float, + psi1: float, + psi2: float, + g0: float, + Omegaz0_coeff: float, + Omegaz1_coeff: float, + Omegaz2_coeff: float, + Omegaz3_coeff: float, + Omegaz4_coeff: float, + Omegaz5_coeff: float, + phiz_0: float, + Omegazeta0_coeff: float, + Omegazeta1_coeff: float, + Omegazeta2_coeff: float, + Omegazeta3_coeff: float, + Omegazeta4_coeff: float, + Omegazeta5_coeff: float, + zeta_0: float, +) -> jnp.ndarray: + """ + Wrapper to generate phi_z, zeta and cos(theta_L) at a given frequency. + + Args: + v: Velocity parameter (float) + eta: Symmetric mass ratio (float) + eta2: eta squared (float) + eta3: eta cubed (float) + eta4: eta to the fourth (float) + inveta: Inverse of eta (float) + c1: c1 coefficient (float) + c1_over_eta: c1 divided by eta (float) + SAv: Spin average (float) + SAv2: Spin average squared (float) + invSAv: Inverse of SAv (float) + invSAv2: Inverse of SAv squared (float) + constants_L: Array of L constants [L0, L1, L2, L3, L4] (array) + S1_norm_2: Squared norm of spin 1 (float) + S2_norm_2: Squared norm of spin 2 (float) + qq: Mass ratio q = m1/m2 (float) + delta_qq: Delta mass ratio term (float) + Seff: Effective spin (float) + dotS1Ln: Dot product of S1 and Lhat (float) + dotS2Ln: Dot product of S2 and Lhat (float) + S_0_norm: Initial total spin norm (float) + psi0: Psi coefficient 0 (float) + psi1: Psi coefficient 1 (float) + psi2: Psi coefficient 2 (float) + g0: g0 coefficient (float) + Omegaz0_coeff through Omegaz5_coeff: Omega_z coefficients (floats) + phiz_0: Initial phi_z value (float) + Omegazeta0_coeff through Omegazeta5_coeff: Omega_zeta coefficients (floats) + zeta_0: Initial zeta value (float) + + Returns: + jnp.ndarray: Array containing [phi_z + phi_z_MSA, zeta + zeta_MSA, cos(theta_L)] + """ + L_norm = eta / v + + J_norm = IMRPhenomX_JNorm_MSA(L_norm, c1_over_eta, SAv2) + + # Compressing line 2212 - 2220 + L_norm3PN = IMRPhenomX_L_norm_3PN_of_v( + v, + L_norm, + constants_L_0, + constants_L_1, + constants_L_2, + constants_L_3, + constants_L_4, + ) + + J_norm3PN = IMRPhenomX_JNorm_MSA(L_norm3PN, c1_over_eta, SAv2) + vRoots = IMRPhenomX_Return_Roots_MSA( + L_norm, + J_norm, + S1_norm_2, + S2_norm_2, + qq, + eta, + delta_qq, + Seff, + dotS1Ln, + dotS2Ln, + S_0_norm, + ) + + S32 = vRoots[0] + Smi2 = vRoots[1] + Spl2 = vRoots[2] + + Spl2mSmi2 = Spl2 - Smi2 + Spl = jnp.sqrt(Spl2) + + SNorm = IMRPhenomX_Return_SNorm_MSA( + v, Smi2, Spl2, S32, psi0, psi1, psi2, g0, delta_qq + ) + + # Compressing line 2245-2249 + vMSA_correction = IMRPhenomX_Return_MSA_Corrections_MSA( + v, + L_norm, + J_norm, + Seff, + eta, + eta3, + inveta, + Spl, + Spl2, + Smi2, + Spl2mSmi2, + S1_norm_2, + S2_norm_2, + S32, + delta_qq, + g0, + psi0, + psi1, + psi2, + ) + cond = jnp.abs(Smi2 - Spl2) > 1.0e-5 + + # Create vMSA with zeros matching the shape of vMSA_correction + vMSA_zeros = jnp.zeros_like(vMSA_correction) + vMSA = jnp.where(cond, vMSA_correction, vMSA_zeros) + + phiz_MSA = vMSA[0] + zeta_MSA = vMSA[1] + + phiz = IMRPhenomX_Return_phiz_MSA( + v, + J_norm, + eta, + inveta, + eta2, + eta4, + c1, + SAv, + SAv2, + invSAv, + invSAv2, + Omegaz0_coeff, + Omegaz1_coeff, + Omegaz2_coeff, + Omegaz3_coeff, + Omegaz4_coeff, + Omegaz5_coeff, + phiz_0, + ) + + zeta = IMRPhenomX_Return_zeta_MSA( + v, + eta, + Omegazeta0_coeff, + Omegazeta1_coeff, + Omegazeta2_coeff, + Omegazeta3_coeff, + Omegazeta4_coeff, + Omegazeta5_coeff, + zeta_0, + ) + cos_theta_L = IMRPhenomX_costhetaLJ(L_norm3PN, J_norm3PN, SNorm) + + vout1 = phiz + phiz_MSA + vout2 = zeta + zeta_MSA + vout3 = cos_theta_L + + return jnp.array([vout1, vout2, vout3]) + + +def IMRPhenomX_costhetaLJ(L_norm: float, J_norm: float, S_norm: float) -> float: + costhetaLJ = 0.5 * (J_norm**2 + L_norm**2 - S_norm**2) / (L_norm * J_norm) + + # Clamp the value to the interval [-1.0, 1.0] + costhetaLJ = jnp.clip(costhetaLJ, -1.0, 1.0) + + return costhetaLJ + + +def IMRPhenomX_Return_SNorm_MSA( + v: float, + Smi2: float, + Spl2: float, + S32: float, + psi0: float, + psi1: float, + psi2: float, + g0: float, + delta_qq: float, +) -> float: + """ + Compute the spin magnitude SNorm using the MSA approximation. + + Based on Equations 23 and 25 of Chatziioannou et al, PRD 95, 104004, (2017), + arXiv:1703.03967. + + Parameters + ---------- + v : float + Orbital velocity parameter. + Smi2 : float + S_minus squared. + Spl2 : float + S_plus squared. + S32 : float + S_3 squared. + psi0, psi1, psi2 : float + Psi expansion coefficients. + g0 : float + Precession coefficient g0. + delta_qq : float + Mass difference parameter delta_qq. + + Returns + ------- + SNorm : float + The spin magnitude. + """ + v2 = v * v + + cancel_condition = jnp.abs(Smi2 - Spl2) < 1e-5 + + def sn_jacobi(_): + # Equation 25 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + m = (Smi2 - Spl2) / (S32 - Spl2) + + psi = IMRPhenomX_psiofv(v, v2, psi0, psi1, psi2, g0, delta_qq) + + # Jacobi elliptic functions + sn, cn, dn = gsl_sf_elljac_e(psi, m) # FIXME + return sn + + sn = jnp.where(cancel_condition, 0.0, sn_jacobi(None)) + + # Equation 23 of Chatziioannou et al, PRD 95, 104004, (2017), arXiv:1703.03967 + SNorm2 = Spl2 + (Smi2 - Spl2) * sn * sn + + return jnp.sqrt(SNorm2) + + +def IMRPhenomX_vector_dot_product(v1: jnp.ndarray, v2: jnp.ndarray) -> float: + """ + Calculate dot product of two 3D vectors + + Args: + v1: First 3D vector as JAX array (jnp.ndarray) + v2: Second 3D vector as JAX array (jnp.ndarray) + + Returns: + float: Dot product + """ + return jnp.dot(v1, v2) diff --git a/src/ripplegw/waveforms/spherical_harmonics.py b/src/ripplegw/waveforms/spherical_harmonics.py new file mode 100644 index 00000000..4583401e --- /dev/null +++ b/src/ripplegw/waveforms/spherical_harmonics.py @@ -0,0 +1,180 @@ +import jax.numpy as jnp + + +def compute_sminus2_l2(theta, m): + """ + Spin -2 weighted spherical harmonic for l=2, phi=0. + theta: float or array + m: integer in [-2, -1, 0, 1, 2] + """ + + # Compute the fac factor based on m + harmonics = jnp.where( + m == -2, + jnp.sqrt(5.0 / (64.0 * jnp.pi)) * (1.0 - jnp.cos(theta)) ** 2, + jnp.where( + m == -1, + jnp.sqrt(5.0 / (16.0 * jnp.pi)) * jnp.sin(theta) * (1.0 - jnp.cos(theta)), + jnp.where( + m == 0, + jnp.sqrt(15.0 / (32.0 * jnp.pi)) * jnp.sin(theta) ** 2, + jnp.where( + m == 1, + jnp.sqrt(5.0 / (16.0 * jnp.pi)) + * jnp.sin(theta) + * (1.0 + jnp.cos(theta)), + jnp.sqrt(5.0 / (64.0 * jnp.pi)) * (1.0 + jnp.cos(theta)) ** 2, + ), + ), + ), + ) + + return harmonics + + +def compute_sminus2_l3(theta, m): + """ + Spin -2 weighted spherical harmonic for l=3, phi=0. + theta: scalar or array + m: integer in [-3, 3] + """ + + harmonics = jnp.where( + m == -3, + jnp.sqrt(21.0 / (2.0 * jnp.pi)) + * jnp.cos(theta / 2.0) + * (jnp.sin(theta / 2.0) ** 5), + jnp.where( + m == -2, + jnp.sqrt(7.0 / (4.0 * jnp.pi)) + * (2.0 + 3.0 * jnp.cos(theta)) + * (jnp.sin(theta / 2.0) ** 4), + jnp.where( + m == -1, + jnp.sqrt(35.0 / (2.0 * jnp.pi)) + * ( + jnp.sin(theta) + + 4.0 * jnp.sin(2.0 * theta) + - 3.0 * jnp.sin(3.0 * theta) + ) + / 32.0, + jnp.where( + m == 0, + ( + jnp.sqrt(105.0 / (2.0 * jnp.pi)) + * jnp.cos(theta) + * (jnp.sin(theta) ** 2) + ) + / 4.0, + jnp.where( + m == 1, + -jnp.sqrt(35.0 / (2.0 * jnp.pi)) + * ( + jnp.sin(theta) + - 4.0 * jnp.sin(2.0 * theta) + - 3.0 * jnp.sin(3.0 * theta) + ) + / 32.0, + jnp.where( + m == 2, + jnp.sqrt(7.0 / jnp.pi) + * (jnp.cos(theta / 2.0) ** 4) + * (-2.0 + 3.0 * jnp.cos(theta)) + / 2.0, + -jnp.sqrt(21.0 / (2.0 * jnp.pi)) + * (jnp.cos(theta / 2.0) ** 5) + * jnp.sin(theta / 2.0), + ), + ), + ), + ), + ), + ) + + return harmonics + + +def compute_sminus2_l4(theta, m): + """ + Spin -2 weighted spherical harmonic for l=4, phi=0. + theta: scalar or array + m: integer in [-4, 4] + """ + + harmonics = jnp.where( + m == -4, + 3.0 + * jnp.sqrt(7.0 / jnp.pi) + * (jnp.cos(theta / 2.0) ** 2) + * (jnp.sin(theta / 2.0) ** 6), + jnp.where( + m == -3, + 3.0 + * jnp.sqrt(7.0 / (2.0 * jnp.pi)) + * jnp.cos(theta / 2.0) + * (1.0 + 2.0 * jnp.cos(theta)) + * (jnp.sin(theta / 2.0) ** 5), + jnp.where( + m == -2, + 3.0 + * (9.0 + 14.0 * jnp.cos(theta) + 7.0 * jnp.cos(2.0 * theta)) + * (jnp.sin(theta / 2.0) ** 4) + / (4.0 * jnp.sqrt(jnp.pi)), + jnp.where( + m == -1, + 3.0 + * ( + 3.0 * jnp.sin(theta) + + 2.0 * jnp.sin(2.0 * theta) + + 7.0 * jnp.sin(3.0 * theta) + - 7.0 * jnp.sin(4.0 * theta) + ) + / (32.0 * jnp.sqrt(2.0 * jnp.pi)), + jnp.where( + m == 0, + 3.0 + * jnp.sqrt(5.0 / (2.0 * jnp.pi)) + * (5.0 + 7.0 * jnp.cos(2.0 * theta)) + * (jnp.sin(theta) ** 2) + / 16.0, + jnp.where( + m == 1, + 3.0 + * ( + 3.0 * jnp.sin(theta) + - 2.0 * jnp.sin(2.0 * theta) + + 7.0 * jnp.sin(3.0 * theta) + + 7.0 * jnp.sin(4.0 * theta) + ) + / (32.0 * jnp.sqrt(2.0 * jnp.pi)), + jnp.where( + m == 2, + 3.0 + * (jnp.cos(theta / 2.0) ** 4) + * ( + 9.0 + - 14.0 * jnp.cos(theta) + + 7.0 * jnp.cos(2.0 * theta) + ) + / (4.0 * jnp.sqrt(jnp.pi)), + jnp.where( + m == 3, + -3.0 + * jnp.sqrt(7.0 / (2.0 * jnp.pi)) + * (jnp.cos(theta / 2.0) ** 5) + * (-1.0 + 2.0 * jnp.cos(theta)) + * jnp.sin(theta / 2.0), + 3.0 + * jnp.sqrt(7.0 / jnp.pi) + * (jnp.cos(theta / 2.0) ** 6) + * (jnp.sin(theta / 2.0) ** 2), + ), + ), + ), + ), + ), + ), + ), + ) + + return harmonics diff --git a/test/benchmark_waveform.py b/test/benchmark_waveform.py deleted file mode 100644 index ccfcb105..00000000 --- a/test/benchmark_waveform.py +++ /dev/null @@ -1,551 +0,0 @@ -""" -New, cleaned up version to test BNS waveforms and compare them against IMRPhenomD waveforms. - -Both speed and mismatches are checked. - -TODO: Implement precession here as well. -""" -import time -import numpy as np -import jax -import jax.numpy as jnp -import pandas as pd -from tqdm import tqdm - -from ripple import get_eff_pads, get_match_arr, ms_to_Mc_eta, lambdas_to_lambda_tildes -from ripple.constants import PI - -import lal -import lalsimulation as lalsim - -jax.config.update("jax_enable_x64", True) - -########################### -### Auxiliary functions ### -########################### - -def check_is_tidal(waveform_name: str): - # Check if the given waveform is supported: - bns_waveforms = ["IMRPhenomD_NRTidalv2", "TaylorF2"] - bbh_waveforms = ["IMRPhenomD"] - - all_waveforms = bns_waveforms + bbh_waveforms - if waveform_name not in all_waveforms: - raise ValueError(f"Waveform approximant {waveform_name} not supported by ripple") - - if waveform_name in bns_waveforms: - is_tidal = True - else: - is_tidal = False - - return is_tidal - -def get_jitted_waveform(waveform_name: str, fs: np.array, f_ref: float): - if waveform_name == "IMRPhenomD": - # Import the waveform - from ripple.waveforms.IMRPhenomD import gen_IMRPhenomD_hphc as waveform_generator - - # Get jitted version (note, use IMRPhenomD as underlying waveform model) - @jax.jit - def waveform(theta): - hp, _ = waveform_generator(fs, theta, f_ref) - return hp - - elif waveform_name == "IMRPhenomD_NRTidalv2": - # Import the waveform - from ripple.waveforms.X_NRTidalv2 import gen_NRTidalv2_hphc as waveform_generator - - # Get jitted version (note, use IMRPhenomD as underlying waveform model) - @jax.jit - def waveform(theta): - hp, _ = waveform_generator(fs, theta, f_ref, IMRphenom="IMRPhenomD") - return hp - - elif waveform_name == "TaylorF2": - # Import the waveform - from ripple.waveforms.TaylorF2 import gen_TaylorF2_hphc as waveform_generator - - # Get jitted version - @jax.jit - def waveform(theta): - hp, _ = waveform_generator(fs, theta, f_ref) - return hp - - else: - raise ValueError(f"Waveform approximant {waveform_name} not supported by ripple") - - return waveform - -def get_freqs(f_l, f_u, f_sampling, T): - # Build the frequency grid - delta_t = 1 / f_sampling - tlen = int(round(T / delta_t)) - freqs = np.fft.rfftfreq(tlen, delta_t) - fs = freqs[(freqs > f_l) & (freqs < f_u)] - return fs - - -######################### -### Match against LAL ### -######################### - -def random_match(n: int, bounds: dict, IMRphenom: str = "IMRPhenomD_NRTidalv2", outdir: str = None, psd_file: str = "psds/psd.txt"): - """ - Generates random waveform match scores between LAL and ripple. - - Note, currently only IMRPhenomD is supported. - Args: - n: int - number of matches to be made - bounds: dict - bounds for the parameters - IMRphenom: str - string indicating which waveform to use - outdir: str, optional - If not None, will save the matches to a csv file, to this directory - - Returns: - df: pd.DataFrame, showing the mismatches - """ - - # Frequencies - f_l = 20 - f_sampling = 2 * 2048 - T = 256 - f_u = f_sampling // 2 - f_ref = f_l - fs = get_freqs(f_l, f_u, f_sampling, T) - df = fs[1] - fs[0] - - waveform = get_jitted_waveform(IMRphenom, fs, f_ref) - is_tidal = check_is_tidal(IMRphenom) - - # Get a frequency domain waveform - thetas = [] - matches = [] - f_ASD, ASD = np.loadtxt(psd_file, unpack=True) - ASD = np.sqrt(ASD) - - # Mismatches computations: - for _ in tqdm(range(n)): - non_precessing_matchmaking( - bounds, IMRphenom, f_l, f_u, df, fs, waveform, f_ASD, ASD, thetas, matches - ) - - # Save and report mismatches - thetas = np.array(thetas) - matches = np.array(matches) - if outdir is not None: - csv_name = f"{outdir}/matches_{IMRphenom}.csv" - print(f"Saving matches to {csv_name}") - df = save_matches(csv_name, thetas, matches, is_tidal=is_tidal, verbose=True) - - return df - - -def non_precessing_matchmaking( - bounds, IMRphenom, f_l, f_u, df, fs, waveform, f_ASD, ASD, thetas, matches, -): - - is_tidal = check_is_tidal(IMRphenom) - - m1 = np.random.uniform(bounds["m"][0], bounds["m"][1]) - m2 = np.random.uniform(bounds["m"][0], bounds["m"][1]) - s1 = np.random.uniform(bounds["chi"][0], bounds["chi"][1]) - s2 = np.random.uniform(bounds["chi"][0], bounds["chi"][1]) - l1 = np.random.uniform(bounds["lambda"][0], bounds["lambda"][1]) - l2 = np.random.uniform(bounds["lambda"][0], bounds["lambda"][1]) - - dist_mpc = np.random.uniform(bounds["d_L"][0], bounds["d_L"][1]) - tc = 0.0 - inclination = np.random.uniform(0, 2*PI) - phi_ref = np.random.uniform(0, 2*PI) - - # Ensure m1 > m2 - if m1 < m2: - theta = np.array([m2, m1, s2, s1, l2, l1, dist_mpc, tc, phi_ref, inclination]) - elif m1 >= m2: - theta = np.array([m1, m2, s1, s2, l1, l2, dist_mpc, tc, phi_ref, inclination]) - else: - raise ValueError("Something went wrong with the parameters") - - # If not tidal, remove l1 and l2 from theta - if not is_tidal: - theta = np.delete(theta, [4, 5]) - l1 = 0.0 - l2 = 0.0 - - # Get approximant for lal - approximant = lalsim.SimInspiralGetApproximantFromString(IMRphenom) - - f_ref = f_l - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - if is_tidal: - laldict = lal.CreateDict() - lalsim.SimInspiralWaveformParamsInsertTidalLambda1(laldict, l1) - lalsim.SimInspiralWaveformParamsInsertTidalLambda2(laldict, l2) - quad1 = lalsim.SimUniversalRelationQuadMonVSlambda2Tidal(l1) - quad2 = lalsim.SimUniversalRelationQuadMonVSlambda2Tidal(l2) - # Note that these are dquadmon, not quadmon, hence have to subtract 1 since that is added again later - lalsim.SimInspiralWaveformParamsInsertdQuadMon1(laldict, quad1 - 1) - lalsim.SimInspiralWaveformParamsInsertdQuadMon2(laldict, quad2 - 1) - else: - laldict = None - - hp, _ = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], # spin m1 zero component - 0.0, - 0.0, - theta[3], # spin m2 zero component - distance, - inclination, - phi_ref, - 0, - 0, - 0, - df, - f_l, - f_u, - f_ref, - laldict, - approximant, - ) - - freqs_lal = np.arange(len(hp.data.data)) * df - mask_lal = (freqs_lal > f_l) & (freqs_lal < f_u) - freqs_lal = freqs_lal[mask_lal] - hp_lalsuite = hp.data.data[mask_lal] - - # Get the ripple waveform - Mc, eta = ms_to_Mc_eta(jnp.array([theta[0], theta[1]])) - lambda_tilde, delta_lambda_tilde = lambdas_to_lambda_tildes(jnp.array([l1, l2, m1, m2])) - - theta_ripple = jnp.array( - [Mc, eta, theta[2], theta[3], lambda_tilde, delta_lambda_tilde, dist_mpc, tc, phi_ref, inclination] - ) - - # If not tidal, remove lambda parameters - if not is_tidal: - theta_ripple = jnp.delete(theta_ripple, jnp.array([4, 5])) - - hp_ripple = waveform(theta_ripple) - - # Check if strain has NaNs - if jnp.isnan(hp_ripple).any(): - print("NaNs in ripple strain") - - if jnp.isnan(hp_lalsuite).any(): - print("NaNs in lalsuite strain") - - # Compute match - PSD_vals = np.interp(fs, f_ASD, ASD) ** 2 - pad_low, pad_high = get_eff_pads(fs) - matches.append( - get_match_arr( - pad_low, - pad_high, - PSD_vals, - hp_ripple, - hp_lalsuite, - ) - ) - thetas.append(theta) - -def save_matches(filename, thetas, matches, verbose=True, is_tidal=False): - - # Get the parameters, which depends on whether or not tidal: - if is_tidal: - m1 = thetas[:, 0] - m2 = thetas[:, 1] - chi1 = thetas[:, 2] - chi2 = thetas[:, 3] - lambda1 = thetas[:, 4] - lambda2 = thetas[:, 5] - dist_mpc = thetas[:, 6] - tc = thetas[:, 7] - phi_ref = thetas[:, 8] - inclination = thetas[:, 9] - - mismatches = np.log10(1 - matches) - - my_dict = {'m1': m1, - 'm2': m2, - 'chi1': chi1, - 'chi2': chi2, - 'lambda1': lambda1, - 'lambda2': lambda2, - 'dist_mpc': dist_mpc, - 'tc': tc, - 'phi_ref': phi_ref, - 'inclination': inclination, - 'match': matches, - 'mismatch': mismatches} - else: - m1 = thetas[:, 0] - m2 = thetas[:, 1] - chi1 = thetas[:, 2] - chi2 = thetas[:, 3] - dist_mpc = thetas[:, 4] - tc = thetas[:, 5] - phi_ref = thetas[:, 6] - inclination = thetas[:, 7] - - mismatches = np.log10(1 - matches) - - my_dict = {'m1': m1, - 'm2': m2, - 'chi1': chi1, - 'chi2': chi2, - 'dist_mpc': dist_mpc, - 'tc': tc, - 'phi_ref': phi_ref, - 'inclination': inclination, - 'match': matches, - 'mismatch': mismatches} - - # Sort the dict and print if desired - df = pd.DataFrame.from_dict(my_dict) - df = df.sort_values(by="mismatch", ascending=False) - df.to_csv(filename) - - if verbose: - print("Mean mismatch:", np.mean(mismatches)) - print("Median mismatch:", np.median(mismatches)) - print("Minimum mismatch:", np.min(mismatches)) - print("Maximum mismatch:", np.max(mismatches)) - - return df - -########################## -### Speed benchmarking ### -########################## - -def benchmark_speed(IMRphenom: str, n: int = 10_000): - - # Specify frequency range - f_l = 20 - f_sampling = 1 * 2048 # 2048 for IMRPhenomD benchmark - T = 16 - - f_u = f_sampling // 2 - f_ref = f_l - fs = get_freqs(f_l, f_u, f_sampling, T) - df = fs[1] - fs[0] - - is_tidal = check_is_tidal(IMRphenom) - - m_l, m_u = 0.5, 3.0 - chi_l, chi_u = -1, 1 - lambda_l, lambda_u = 0, 5000 - - m1 = np.random.uniform(m_l, m_u, n) - m2 = np.random.uniform(m_l, m_u, n) - s1 = np.random.uniform(chi_l, chi_u, n) - s2 = np.random.uniform(chi_l, chi_u, n) - l1 = np.random.uniform(lambda_l, lambda_u, n) - l2 = np.random.uniform(lambda_l, lambda_u, n) - - dist_mpc = np.random.uniform(0, 1000, n) - tc = np.zeros_like(dist_mpc) - inclination = np.random.uniform(0, 2*PI, n) - phi_ref = np.random.uniform(0, 2*PI, n) - - waveform = get_jitted_waveform(IMRphenom, fs, f_ref) - - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - lambda_tilde, delta_lambda_tilde = lambdas_to_lambda_tildes(jnp.array([l1, l2, m1, m2])) - - theta_ripple = np.array( - [Mc, eta, s1, s2, lambda_tilde, delta_lambda_tilde, dist_mpc, tc, phi_ref, inclination] - ).T - - # If not tidal, remove lambda parameters - if not is_tidal: - theta_ripple = np.delete(theta_ripple, [4, 5], axis=1) - - # Perform the compilation before we time - print("JIT compiling") - waveform(theta_ripple[0])[0].block_until_ready() - print("Finished JIT compiling") - - # First, benchmark the jitted version - print("Benchmarking . . .") - start = time.time() - for t in theta_ripple: - waveform(t)[0].block_until_ready() - end = time.time() - print("Ripple waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - # Second, benchmark the vmapped version - func = jax.vmap(waveform) - func(theta_ripple)[0].block_until_ready() - - print("Benchmarking . . .") - start = time.time() - func(theta_ripple)[0].block_until_ready() - end = time.time() - print("Vmapped ripple waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - -def benchmark_speed_lal(IMRphenom, n: int = 10_000): - - # Specify frequency range - f_l = 20 - f_sampling = 1 * 2048 # 2048 for IMRPhenomD benchmark - T = 16 - - f_u = f_sampling // 2 - f_ref = f_l - fs = get_freqs(f_l, f_u, f_sampling, T) - df = fs[1] - fs[0] - - is_tidal = check_is_tidal(IMRphenom) - - m_l, m_u = 0.5, 3.0 - chi_l, chi_u = -1, 1 - lambda_l, lambda_u = 0, 5000 - - m1 = np.random.uniform(m_l, m_u, n) - m2 = np.random.uniform(m_l, m_u, n) - s1 = np.random.uniform(chi_l, chi_u, n) - s2 = np.random.uniform(chi_l, chi_u, n) - l1 = np.random.uniform(lambda_l, lambda_u, n) - l2 = np.random.uniform(lambda_l, lambda_u, n) - - dist_mpc = np.random.uniform(0, 1000, n) - tc = np.zeros_like(dist_mpc) - inclination = np.random.uniform(0, 2*PI, n) - phi_ref = np.random.uniform(0, 2*PI, n) - - theta = np.array([m1, m2, s1, s2, l1, l2, dist_mpc, tc, phi_ref, inclination]).T - # Ensure m1 > m2, but now for all entries in theta - booleans = theta[:, 0] < theta[:, 1] - booleans = np.repeat(booleans[:, np.newaxis], 10, axis=1) - theta = np.where(booleans, theta[:, [1, 0, 3, 2, 5, 4, 6, 7, 8, 9]], theta) - - # Get approximant for lal - approximant = lalsim.SimInspiralGetApproximantFromString(IMRphenom) - - f_ref = f_l - - # Define the lal waveform generators - def lal_waveform_tidal(theta): - - # Get the tidal parameters and create laldict - l1 = theta[4] - l2 = theta[5] - - laldict = lal.CreateDict() - lalsim.SimInspiralWaveformParamsInsertTidalLambda1(laldict, l1) - lalsim.SimInspiralWaveformParamsInsertTidalLambda2(laldict, l2) - quad1 = lalsim.SimUniversalRelationQuadMonVSlambda2Tidal(l1) - quad2 = lalsim.SimUniversalRelationQuadMonVSlambda2Tidal(l2) - # Note that these are dquadmon, not quadmon, hence have to subtract 1 since that is added again later - lalsim.SimInspiralWaveformParamsInsertdQuadMon1(laldict, quad1 - 1) - lalsim.SimInspiralWaveformParamsInsertdQuadMon2(laldict, quad2 - 1) - - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - # Get distance parameter - distance = theta[6] * 1e6 * lal.PC_SI - # Get inclination and phi_ref - phi_ref = theta[8] - inclination = theta[9] - - hp, _ = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], # spin m1 zero component - 0.0, - 0.0, - theta[3], # spin m2 zero component - distance, - inclination, - phi_ref, - 0, - 0, - 0, - df, - f_l, - f_u, - f_ref, - laldict, - approximant, - ) - - def lal_waveform_no_tidal(theta): - - # Note: theta still has lambda parameters, but we just select the ones we need here - - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - # Get distance parameter - distance = theta[6] * 1e6 * lal.PC_SI - # Get inclination and phi_ref - phi_ref = theta[8] - inclination = theta[9] - - hp, _ = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], # spin m1 zero component - 0.0, - 0.0, - theta[3], # spin m2 zero component - distance, - inclination, - phi_ref, - 0, - 0, - 0, - df, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - # Start benchmarking - if is_tidal: - print("Benchmarking tidal waveform") - start = time.time() - for t in theta: - lal_waveform_tidal(t) - end = time.time() - print("LAL tidal waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - else: - print("Benchmarking non-tidal waveform") - start = time.time() - for t in theta: - lal_waveform_no_tidal(t) - end = time.time() - print("LAL non-tidal waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - print("Done") - -if __name__ == "__main__": - - # Showing an example of benchmarking: - bounds = {"m": [0.5, 3.0], - "chi": [-0.05, 0.05], - "lambda": [0.0, 5000.0], - "d_L": [30.0, 300.0]} - - approximant = "TaylorF2" - print(f"Checking approximant {approximant}") - print("Checking mismatches wrt LAL") - df = random_match(1000, bounds, approximant, outdir = "./") - print("Done. The dataframe is:") - print(df) \ No newline at end of file diff --git a/test/old_tests/benchmark_waveform.py b/test/old_tests/benchmark_waveform.py deleted file mode 100644 index d71848a0..00000000 --- a/test/old_tests/benchmark_waveform.py +++ /dev/null @@ -1,97 +0,0 @@ -"""This is the version as taken from Thomas Edward's Github repo""" - -from math import pi -import jax.numpy as jnp -import time -import jax -from jax import vmap - -import numpy as np -from ripple import ms_to_Mc_eta - -from jax.config import config - -config.update("jax_enable_x64", True) - - -def benchmark_waveform_call(IMRphenom: str): - # Get a frequency domain waveform - f_l = 16 - f_u = 512 - T = 16 - - if IMRphenom == "IMRPhenomD": - from ripple.waveforms.IMRPhenomD import ( - gen_IMRPhenomD_hphc as waveform_generator, - ) - - if IMRphenom == "IMRPhenomXAS": - from ripple.waveforms.IMRPhenomXAS import ( - gen_IMRPhenomXAS_hphc as waveform_generator, - ) - - f_sampling = 4096 - delta_t = 1 / f_sampling - tlen = int(round(T / delta_t)) - freqs = np.fft.rfftfreq(tlen, delta_t) - fs = freqs[(freqs > f_l) & (freqs < f_u)] - f_ref = f_l - - n = 1_0000 - # Intrinsic parameters - m1 = np.random.uniform(1.0, 100.0, n) - m2 = np.random.uniform(1.0, 100.0, n) - s1 = np.random.uniform(-1.0, 1.0, n) - s2 = np.random.uniform(-1.0, 1.0, n) - - # Extrinsic parameters - dist_mpc = np.random.uniform(300.0, 1000.0, n) - tc = np.random.uniform(-2.0, 2.0, n) - phic = np.random.uniform(0.0, 0.0, n) - inclination = np.random.uniform(0.0, pi, n) - - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - theta_ripple = np.array( - [ - Mc, - eta, - s1, - s2, - dist_mpc, - tc, - phic, - inclination, - ] - ).T - - @jax.jit - def waveform(theta): - return waveform_generator(fs, theta, f_ref) - - print("JIT compiling") - waveform(theta_ripple[0])[0].block_until_ready() - print("Finished JIT compiling") - - start = time.time() - for t in theta_ripple: - waveform(t)[0].block_until_ready() - end = time.time() - - print("Ripple waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - func = vmap(waveform) - func(theta_ripple)[0].block_until_ready() - - start = time.time() - func(theta_ripple)[0].block_until_ready() - end = time.time() - - print("Vmapped ripple waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - return None - - -if __name__ == "__main__": - # Choose from "IMRPhenomD", "IMRPhenomXAS" - benchmark_waveform_call("IMRPhenomD") - None \ No newline at end of file diff --git a/test/old_tests/check_waveform_match.py b/test/old_tests/check_waveform_match.py deleted file mode 100644 index 01efffa6..00000000 --- a/test/old_tests/check_waveform_match.py +++ /dev/null @@ -1,372 +0,0 @@ -import jax.numpy as jnp -import jax -from ripple import get_eff_pads, get_match_arr -from tqdm import tqdm - -import numpy as np -from ripple import ms_to_Mc_eta, Mc_eta_to_ms -import lalsimulation as lalsim -import lal - -import matplotlib.pyplot as plt -from jax.config import config - -config.update("jax_enable_x64", True) - - -# def random_match_waveforms_old(n, IMRphenom): -# # Get a frequency domain waveform -# f_l = 16 -# f_u = 1024 -# T = 16 - -# if IMRphenom == "IMRPhenomD": -# from ripple.waveforms.IMRPhenomD import ( -# gen_IMRPhenomD_hphc as waveform_generator, -# ) - -# if IMRphenom == "IMRPhenomXAS": -# from ripple.waveforms.IMRPhenomXAS import ( -# gen_IMRPhenomXAS_hphc as waveform_generator, -# ) -# if IMRphenom == "IMRPhenomPv2": -# from ripple.waveforms.IMRPhenomPv2 import ( -# gen_IMRPhenomPv2_hphc as waveform_generator, -# ) -# f_sampling = 4096 -# delta_t = 1 / f_sampling -# tlen = int(round(T / delta_t)) -# freqs = np.fft.rfftfreq(tlen, delta_t) -# df = freqs[1] - freqs[0] -# fs = freqs[(freqs > f_l) & (freqs < f_u)] -# f_ref = f_l - -# @jax.jit -# def waveform(theta): -# return waveform_generator(fs, theta, f_ref) - -# # Get a frequency domain waveform -# thetas = [] -# matches = [] -# f_ASD, ASD = np.loadtxt("O3Livingston.txt", unpack=True) - -# for i in tqdm(range(n)): -# m1 = np.random.uniform(1.0, 100.0) -# m2 = np.random.uniform(1.0, 100.0) -# s1 = np.random.uniform(-1.0, 1.0) -# s2 = np.random.uniform(-1.0, 1.0) - -# tc = 0.0 -# phic = 0.0 -# dist_mpc = 440 -# inclination = np.pi / 2.0 -# phi_ref = 0 - -# if m1 < m2: -# theta = np.array([m2, m1, s1, s2]) -# elif m1 > m2: -# theta = np.array([m1, m2, s1, s2]) -# else: -# raise ValueError("Something went wrong with the parameters") -# approximant = lalsim.SimInspiralGetApproximantFromString(IMRphenom) - -# f_ref = f_l -# m1_kg = theta[0] * lal.MSUN_SI -# m2_kg = theta[1] * lal.MSUN_SI -# distance = dist_mpc * 1e6 * lal.PC_SI - -# hp, _ = lalsim.SimInspiralChooseFDWaveform( -# m1_kg, -# m2_kg, -# 0.0, -# 0.0, -# theta[2], -# 0.0, -# 0.0, -# theta[3], -# distance, -# inclination, -# phi_ref, -# 0, -# 0.0, -# 0.0, -# df, -# f_l, -# f_u, -# f_ref, -# None, -# approximant, -# ) -# freqs_lal = np.arange(len(hp.data.data)) * df - -# Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - -# theta_ripple = np.array([Mc, eta, s1, s2, dist_mpc, tc, phic]) -# hp_ripple, _ = waveform(theta_ripple) -# pad_low, pad_high = get_eff_pads(fs) -# PSD_vals = np.interp(fs, f_ASD, ASD) ** 2 - -# mask_lal = (freqs_lal > f_l) & (freqs_lal < f_u) -# hp_lalsuite = hp.data.data[mask_lal] -# matches.append( -# get_match_arr( -# pad_low, -# pad_high, -# # np.ones_like(fs) * 1.0e-42, -# PSD_vals, -# hp_ripple, -# hp_lalsuite, -# ) -# ) -# thetas.append(theta) - -# thetas = np.array(thetas) -# matches = np.array(matches) - -# print("Mean match:", np.mean(matches)) -# print("Median match:", np.median(matches)) -# print("Minimum match:", np.min(matches)) - -# return None - - -def random_match_waveforms(n, IMRphenom): - # Get a frequency domain waveform - f_l = 16 - f_u = 1024 - T = 16 - if IMRphenom == "IMRPhenomD": - from ripple.waveforms.IMRPhenomD import ( - gen_IMRPhenomD_hphc as waveform_generator, - ) - if IMRphenom == "IMRPhenomXAS": - from ripple.waveforms.IMRPhenomXAS import ( - gen_IMRPhenomXAS_hphc as waveform_generator, - ) - if IMRphenom == "IMRPhenomPv2": - from ripple.waveforms.IMRPhenomPv2 import ( - gen_IMRPhenomPv2_hphc as waveform_generator, - ) - f_sampling = 4096 - delta_t = 1 / f_sampling - tlen = int(round(T / delta_t)) - freqs = np.fft.rfftfreq(tlen, delta_t) - df = freqs[1] - freqs[0] - fs = freqs[(freqs > f_l) & (freqs < f_u)] - f_ref = f_l - - @jax.jit - def waveform(theta): - hp, _ = waveform_generator(fs, theta, f_ref) - return hp - - # Get a frequency domain waveform - thetas = [] - matches = [] - f_ASD, ASD = np.loadtxt("O3Livingston.txt", unpack=True) - - if "PhenomP" in IMRphenom: - for i in tqdm(range(n)): - precessing_matchmaking( - IMRphenom, f_l, f_u, df, fs, waveform, f_ASD, ASD, thetas, matches - ) - else: - for i in tqdm(range(n)): - non_precessing_matchmaking( - IMRphenom, f_l, f_u, df, fs, waveform, f_ASD, ASD, thetas, matches - ) - - thetas = np.array(thetas) - matches = np.array(matches) - # print(thetas, matches) - print("Mean match:", np.mean(matches)) - print("Median match:", np.median(matches)) - print("Minimum match:", np.min(matches)) - - return None - - -def non_precessing_matchmaking( - IMRphenom, f_l, f_u, df, fs, waveform, f_ASD, ASD, thetas, matches -): - m1 = np.random.uniform(1.0, 100.0) - m2 = np.random.uniform(1.0, 100.0) - s1 = np.random.uniform(-1.0, 1.0) - s2 = np.random.uniform(-1.0, 1.0) - - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = np.pi / 2.0 - phi_ref = 0.0 - - if m1 < m2: - theta = np.array([m2, m1, s2, s1, dist_mpc, tc, phic, inclination]) - elif m1 > m2: - theta = np.array([m1, m2, s1, s2, dist_mpc, tc, phic, inclination]) - else: - raise ValueError("Something went wrong with the parameters") - approximant = lalsim.SimInspiralGetApproximantFromString(IMRphenom) - - f_ref = f_l - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - hp, _ = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], - 0.0, - 0.0, - theta[3], - distance, - inclination, - phi_ref, - 0, - 0.0, - 0.0, - df, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freqs_lal = np.arange(len(hp.data.data)) * df - - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - - theta_ripple = np.array( - [Mc, eta, theta[2], theta[3], dist_mpc, tc, phic, inclination] - ) - hp_ripple = waveform(theta_ripple) - pad_low, pad_high = get_eff_pads(fs) - PSD_vals = np.interp(fs, f_ASD, ASD) ** 2 - - mask_lal = (freqs_lal > f_l) & (freqs_lal < f_u) - hp_lalsuite = hp.data.data[mask_lal] - matches.append( - get_match_arr( - pad_low, - pad_high, - # np.ones_like(fs) * 1.0e-42, - PSD_vals, - hp_ripple, - hp_lalsuite, - ) - ) - thetas.append(theta) - - -def precessing_matchmaking( - IMRphenom, f_l, f_u, df, fs, waveform, f_ASD, ASD, thetas, matches -): - m1 = np.random.uniform(1.0, 100.0) - m2 = np.random.uniform(1.0, 100.0) - s1_amp = np.random.uniform(0.0, 1.0) - s2_amp = np.random.uniform(0.0, 1.0) - s1_phi = np.random.uniform(0, 2 * np.pi) - s2_phi = np.random.uniform(0, 2 * np.pi) - s1_thetahelper = np.random.uniform(0, 1) - s2_thetahelper = np.random.uniform(0, 1) - s1_theta = np.arccos(1 - 2 * s1_thetahelper) - s2_theta = np.arccos(1 - 2 * s2_thetahelper) - # translate that into cartesian - s1x = s1_amp * np.sin(s1_theta) * np.cos(s1_phi) - s1y = s1_amp * np.sin(s1_theta) * np.sin(s1_phi) - s1z = s1_amp * np.cos(s1_theta) - - s2x = s2_amp * np.sin(s2_theta) * np.cos(s2_phi) - s2y = s2_amp * np.sin(s2_theta) * np.sin(s2_phi) - s2z = s2_amp * np.cos(s2_theta) - - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = np.pi / 2.0 - phi_ref = 0 - - if m1 < m2: - theta = np.array( - [m2, m1, s2x, s2y, s2z, s1x, s1y, s1z, dist_mpc, tc, phi_ref, inclination] - ) - elif m1 > m2: - theta = np.array( - [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phi_ref, inclination] - ) - else: - raise ValueError("Something went wrong with the parameters") - approximant = lalsim.SimInspiralGetApproximantFromString(IMRphenom) - - f_ref = f_l - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - hp, _ = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - theta[2], - theta[3], - theta[4], - theta[5], - theta[6], - theta[7], - distance, - inclination, - phi_ref, - 0, - 0.0, - 0.0, - df, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freqs_lal = np.arange(len(hp.data.data)) * df - - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - theta_ripple = np.array( - [ - Mc, - eta, - theta[2], - theta[3], - theta[4], - theta[5], - theta[6], - theta[7], - dist_mpc, - tc, - phic, - inclination, - ] - ) - hp_ripple = waveform(theta_ripple) - pad_low, pad_high = get_eff_pads(fs) - PSD_vals = np.interp(fs, f_ASD, ASD) ** 2 - - mask_lal = (freqs_lal > f_l) & (freqs_lal < f_u) - hp_lalsuite = hp.data.data[mask_lal] - matches.append( - get_match_arr( - pad_low, - pad_high, - # np.ones_like(fs) * 1.0e-42, - PSD_vals, - hp_ripple, - hp_lalsuite, - ) - ) - thetas.append(theta) - - -if __name__ == "__main__": - # Choose from "IMRPhenomD", "IMRPhenomXAS", "IMRPhenomPv2" - random_match_waveforms(1000, "IMRPhenomXAS") - None \ No newline at end of file diff --git a/test/old_tests/test_IMRPhenomX.py b/test/old_tests/test_IMRPhenomX.py deleted file mode 100644 index 2d181d16..00000000 --- a/test/old_tests/test_IMRPhenomX.py +++ /dev/null @@ -1,1004 +0,0 @@ -from math import pi -from tqdm import tqdm -import jax.numpy as jnp -import time -import jax -from jax import grad, vmap - -from ripple.waveforms import IMRPhenomXAS, IMRPhenomX_utils, IMRPhenomD -import matplotlib.pyplot as plt -from ripple.constants import gt -from ripple import get_eff_pads, get_match_arr - -from WF4Py import waveforms - -# plt.style.use("../plot_style.mplstyle") -import numpy as np -import cProfile -import lalsimulation as lalsim -from ripple import ms_to_Mc_eta, Mc_eta_to_ms -import lal - - -def test_phase_phenomXAS(): - theta = np.array([20, 19.0, 0.5, 0.5]) - events = { - "Mc": np.array([16.969038560664817]), - "dL": np.array([1000.0]), - "iota": np.array([0.0]), - "eta": np.array([0.24983563445101906]), - "chi1z": np.array([theta[2]]), - "chi2z": np.array([theta[3]]), - "Lambda1": np.array([0.0]), - "Lambda2": np.array([0.0]), - } - Mc, eta = ms_to_Mc_eta(jnp.array([theta[0], theta[1]])) - print(Mc, eta) - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = np.pi / 2.0 - phi_ref = 0 - - f_l = 10 - f_u = 1024 - del_f = 0.0125 - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - f = np.arange(f_l_idx, f_u_idx) * del_f - - # f = np.arange(f_l, f_u, del_f) - Mf = f * (theta[0] + theta[1]) * 4.92549094830932e-6 - M_s = (theta[0] + theta[1]) * 4.92549094830932e-6 - # del_Mf = np.diff(Mf) - - # Calculate the frequency regions - theta_ripple = np.array([theta[0], theta[1], theta[2], theta[3]]) - - f_ref = f_l - phase_ripple = IMRPhenomXAS.Phase( - f, theta_ripple, IMRPhenomX_utils.PhenomX_phase_coeff_table - ) - phase_wf4py = waveforms.IMRPhenomXAS().Phi(f, **events) - 2 * np.pi - - ################ Just for display ################## - fRD, fdamp, fMECO, fISCO = IMRPhenomX_utils.get_cutoff_fs( - theta[0], theta[1], theta[2], theta[3] - ) - fIMmatch = 0.6 * (0.5 * fRD + fISCO) - fINmatch = fMECO - deltaf = (fIMmatch - fINmatch) * 0.03 - # fPhaseInsMin = 0.0026 - # fPhaseInsMax = 1.020 * fMECO - # fPhaseRDMin = fIMmatch - # fPhaseRDMax = fRD + 1.25 * fdamp - f1 = (fINmatch - 1.0 * deltaf) / M_s - f2 = (fIMmatch + 0.5 * deltaf) / M_s - #################################################### - - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomXAS") - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], - 0.0, - 0.0, - theta[3], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - freq = np.arange(len(hp.data.data)) * del_f - f_mask = (freq >= f_l) & (freq < f_u) - h0_lalsuite = 2.0 * hp.data.data[f_mask] - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], - np.unwrap(np.angle(h0_lalsuite)), - label="lalsuite", - ) - - # plt.plot( - # f, - # phase_ripple, - # label="ripple", - # alpha=0.3, - # ) - plt.plot( - f, - phase_wf4py, - label="wf4py", - alpha=0.3, - ) - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$\Phi$") - # plt.xlim(f1 - 10, f1 + 10) - plt.savefig("../figures/inspiral_phase_PhenomX.pdf", bbox_inches="tight") - - print( - "Ripple Phase:", - phase_ripple, - ) - print("Lalsuite Phase:", np.unwrap(np.angle(h0_lalsuite))) - - # print( - # "Difference:", - # np.unwrap(np.angle(hp_ripple)) - np.unwrap(np.angle(hp.data.data))[f_mask], - # ) - - plt.figure(figsize=(7, 5)) - # plt.plot( - # f, - # (np.unwrap(np.angle(h0_lalsuite))) - phase_ripple, - # label="phase difference", - # ) - plt.plot( - f, - (np.unwrap(np.angle(h0_lalsuite))) - phase_wf4py, - label="wf4py phase difference", - ) - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$\Phi_1 - \Phi_2$") - plt.savefig("../figures/test_phasedifference_PhenomX.pdf", bbox_inches="tight") - - # phase_deriv_lal = np.gradient(np.unwrap(np.angle(hp.data.data))[f_mask], Mf) - phase_deriv = np.gradient(phase_ripple, Mf) - phase_deriv_wf4py = np.gradient(phase_wf4py, Mf) - plt.figure(figsize=(6, 5)) - # plt.plot(f, phase_deriv, label="ripple", alpha=0.3) - plt.plot(f, phase_deriv_wf4py, label="wf4py", alpha=0.3) - # plt.plot( - # freq[f_mask], # * ((theta[0] + theta[1]) * 4.92549094830932e-6), - # phase_deriv_lal, - # label="lalsuite", - # alpha=0.3, - # ls="--", - # ) - plt.legend() - plt.xlabel(r"Mf") - # plt.xlim(100, 120) - # plt.ylim(100, 200) - plt.ylabel(r"$\Phi^{\prime}$") - plt.savefig("../figures/test_phase_derivative_phenomX.pdf", bbox_inches="tight") - - plt.figure(figsize=(6, 5)) - # diff = (np.unwrap(np.angle(h0_lalsuite))) - phase_ripple - # plt.plot(Mf, np.gradient(diff, np.diff(f)[0]), label="difference") - diff_wf4py = (np.unwrap(np.angle(h0_lalsuite))) - phase_wf4py - plt.plot(Mf, np.gradient(diff_wf4py, np.diff(f)[0]), label="wf4py") - test_scaling = Mf ** (-1 / 3) - plt.axvline(x=M_s * f1) - plt.axvline(x=M_s * f2) - # plt.plot( - # Mf, - # (test_scaling) + (np.gradient(diff, np.diff(f)[0])[0] - test_scaling[0]), - # label="test_scaling 4/3", - # ) - plt.legend() - plt.xlabel(r"f") - # plt.xlim(100, 120) - # plt.ylim(-0.00050, -0.00025) - plt.ylabel(r"$(\Phi_1-\Phi_2)^{\prime}$") - plt.savefig( - "../figures/test_phase_difference_derivative_phenomX.pdf", bbox_inches="tight" - ) - - return None - - -def test_gen_phenomXAS( - theta_intrinsic=jnp.array([42.0, 33.90281401, 0.1, -0.9]), - f_l=20, - f_u=620, - del_f=0.0125, -): - Mc, eta = ms_to_Mc_eta(jnp.array([theta_intrinsic[0], theta_intrinsic[1]])) - print(f"Chirp Mass = {Mc:.2f} Msol, eta = {eta:.2f}") - theta_intrinsic_lal = np.array( - [theta_intrinsic[0], theta_intrinsic[1], theta_intrinsic[2], theta_intrinsic[3]] - ) - events = { - "Mc": np.array([Mc]), - "dL": np.array([440.0]), - "iota": np.array([0.0]), - "eta": np.array([eta]), - "chi1z": np.array([theta_intrinsic_lal[2]]), - "chi2z": np.array([theta_intrinsic_lal[3]]), - "Lambda1": np.array([0.0]), - "Lambda2": np.array([0.0]), - } - dist_mpc = 440.0 - tc = 0.0 - phic = 0.0 - inclination = np.pi / 2.0 - phi_ref = 0.0 - theta_extrinsic = jnp.array([dist_mpc, tc, phic]) - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - f = np.arange(f_l_idx, f_u_idx) * del_f - f_ref = f_l - - phase_wf4py = waveforms.IMRPhenomXAS().Phi(f, **events) - 2 * np.pi - - Mf = f * (theta_intrinsic[0] + theta_intrinsic[1]) * 4.92549094830932e-6 - M_s = (theta_intrinsic[0] + theta_intrinsic[1]) * 4.92549094830932e-6 - - phase_ripple = IMRPhenomXAS._gen_IMRPhenomXAS( - f, theta_intrinsic, theta_extrinsic, IMRPhenomX_utils.PhenomX_phase_coeff_table - ) - - ################ Just for display ################## - fRD, fdamp, fMECO, fISCO = IMRPhenomX_utils.get_cutoff_fs( - theta_intrinsic[0], theta_intrinsic[1], theta_intrinsic[2], theta_intrinsic[3] - ) - fIMmatch = 0.6 * (0.5 * fRD + fISCO) - fINmatch = fMECO - deltaf = (fIMmatch - fINmatch) * 0.03 - - f1 = (fINmatch - 1.0 * deltaf) / M_s - f2 = (fIMmatch + 0.5 * deltaf) / M_s - - m1_kg = theta_intrinsic_lal[0] * lal.MSUN_SI - m2_kg = theta_intrinsic_lal[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomXAS") - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta_intrinsic_lal[2], - 0.0, - 0.0, - theta_intrinsic_lal[3], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - freq = np.arange(len(hp.data.data)) * del_f - f_mask = (freq >= f_l) & (freq < f_u) - h0_lalsuite = 2.0 * hp.data.data[f_mask] - - difference = np.unwrap(np.angle(h0_lalsuite)) - phase_ripple - alpha = (difference[-1] - difference[0]) / (f[-1] - f[0]) - beta = difference[0] - alpha * f[0] - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], - np.unwrap(np.angle(h0_lalsuite)), - label="lalsuite", - ) - plt.plot( - f, - phase_ripple, - label="ripple", - alpha=0.3, - ) - plt.plot( - f, - phase_wf4py, - label="wf4py", - alpha=0.3, - ) - - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$\Phi$") - plt.savefig("../figures/gen_inspiral_phase_PhenomX.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], - np.unwrap(np.angle(h0_lalsuite)) - phase_ripple, - label="ripple", - ) - # plt.plot( - # freq[f_mask], - # np.unwrap(np.angle(h0_lalsuite)) - phase_wf4py, - # label="wf4py", - # ) - - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$\Delta\Phi$") - plt.savefig("../figures/gen_diff_phase_PhenomX.pdf", bbox_inches="tight") - - print( - "Ripple Phase:", - phase_ripple, - ) - print("Lalsuite Phase:", np.unwrap(np.angle(h0_lalsuite))) - return None - - -def test_amplitude_XAS( - theta_intrinsic=jnp.array([55.0, 33.90281401, 0.0, 0.0]), - f_l=20, - f_u=620, - del_f=0.0125, -): - Mc, eta = ms_to_Mc_eta(jnp.array([theta_intrinsic[0], theta_intrinsic[1]])) - print(f"Chirp Mass = {Mc:.2f} Msol, eta = {eta:.2f}") - theta_intrinsic_lal = np.array( - [theta_intrinsic[0], theta_intrinsic[1], theta_intrinsic[2], theta_intrinsic[3]] - ) - events = { - "Mc": np.array([Mc]), - "dL": np.array([0.44]), - "iota": np.array([0.0]), - "eta": np.array([eta]), - "chi1z": np.array([theta_intrinsic_lal[2]]), - "chi2z": np.array([theta_intrinsic_lal[3]]), - "Lambda1": np.array([0.0]), - "Lambda2": np.array([0.0]), - } - dist_mpc = 440.0 - tc = 0.0 - phic = 0.0 - inclination = np.pi / 2.0 - phi_ref = 0.0 - theta_extrinsic = jnp.array([dist_mpc, tc, phic]) - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - f = np.arange(f_l_idx, f_u_idx) * del_f - f_ref = f_l - - amp_wf4py = waveforms.IMRPhenomXAS().Ampl(f, **events) - - Mf = f * (theta_intrinsic[0] + theta_intrinsic[1]) * 4.92549094830932e-6 - M_s = (theta_intrinsic[0] + theta_intrinsic[1]) * 4.92549094830932e-6 - - amp_ripple = IMRPhenomXAS.Amp(f, theta_intrinsic, D=dist_mpc) - - ################ Just for display ################## - fRD, fdamp, fMECO, fISCO = IMRPhenomX_utils.get_cutoff_fs( - theta_intrinsic[0], theta_intrinsic[1], theta_intrinsic[2], theta_intrinsic[3] - ) - fIMmatch = 0.6 * (0.5 * fRD + fISCO) - fINmatch = fMECO - deltaf = (fIMmatch - fINmatch) * 0.03 - - f1 = (fINmatch - 1.0 * deltaf) / M_s - f2 = (fIMmatch + 0.5 * deltaf) / M_s - - m1_kg = theta_intrinsic_lal[0] * lal.MSUN_SI - m2_kg = theta_intrinsic_lal[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomXAS") - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta_intrinsic_lal[2], - 0.0, - 0.0, - theta_intrinsic_lal[3], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - freq = np.arange(len(hp.data.data)) * del_f - f_mask = (freq >= f_l) & (freq < f_u) - h0_lalsuite = 2.0 * hp.data.data[f_mask] - - difference = np.abs(h0_lalsuite) - amp_ripple - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], - np.abs(h0_lalsuite), - label="lalsuite", - ) - plt.plot( - f, - amp_ripple, - label="ripple", - alpha=0.3, - ) - plt.plot( - f, - amp_wf4py, - label="wf4py", - alpha=0.3, - ) - - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$A(f)$") - plt.savefig("../figures/gen_amp_PhenomX.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.semilogy( - freq[f_mask], - np.abs((np.abs(h0_lalsuite) - amp_ripple) / np.abs(h0_lalsuite)), - label="ripple", - ) - plt.semilogy( - freq[f_mask], - np.abs((np.abs(h0_lalsuite) - amp_wf4py) / np.abs(h0_lalsuite)), - label="wf4py", - ) - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$\Delta A / A$") - plt.savefig("../figures/gen_diff_amp_PhenomX.pdf", bbox_inches="tight") - - -def test_full_waveform_XAS( - theta_intrinsic=jnp.array([55.0, 33.90281401, 0.8, -0.8]), - f_l=20, - f_u=620, - del_f=0.0125, -): - Mc, eta = ms_to_Mc_eta(jnp.array([theta_intrinsic[0], theta_intrinsic[1]])) - print(f"Chirp Mass = {Mc:.2f} Msol, eta = {eta:.2f}") - theta_intrinsic_lal = np.array( - [theta_intrinsic[0], theta_intrinsic[1], theta_intrinsic[2], theta_intrinsic[3]] - ) - dist_mpc = 440.0 - tc = 0.0 - phic = 0.0 - inclination = np.pi / 2.0 - phi_ref = 0.0 - theta_extrinsic = jnp.array([dist_mpc, tc, phic]) - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - f = np.arange(f_l_idx, f_u_idx) * del_f - f_ref = f_l - - Mf = f * (theta_intrinsic[0] + theta_intrinsic[1]) * 4.92549094830932e-6 - M_s = (theta_intrinsic[0] + theta_intrinsic[1]) * 4.92549094830932e-6 - - params = jnp.array( - [Mc, eta, theta_intrinsic[2], theta_intrinsic[3], dist_mpc, tc, phic] - ) - - h0_ripple = IMRPhenomXAS.gen_IMRPhenomXAS(f, params) - - ################ Just for display ################## - fRD, fdamp, fMECO, fISCO = IMRPhenomX_utils.get_cutoff_fMs( - theta_intrinsic[0], theta_intrinsic[1], theta_intrinsic[2], theta_intrinsic[3] - ) - fIMmatch = 0.6 * (0.5 * fRD + fISCO) - fINmatch = fMECO - deltaf = (fIMmatch - fINmatch) * 0.03 - - f1 = (fINmatch - 1.0 * deltaf) / M_s - f2 = (fIMmatch + 0.5 * deltaf) / M_s - - m1_kg = theta_intrinsic_lal[0] * lal.MSUN_SI - m2_kg = theta_intrinsic_lal[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomXAS") - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta_intrinsic_lal[2], - 0.0, - 0.0, - theta_intrinsic_lal[3], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - freq = np.arange(len(hp.data.data)) * del_f - f_mask = (freq >= f_l) & (freq < f_u) - h0_lalsuite = 2.0 * hp.data.data[f_mask] - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], - h0_lalsuite, - label="lalsuite", - ) - plt.plot( - f, - h0_ripple, - label="ripple", - alpha=0.3, - ) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"h0") - plt.savefig("../figures/full_waveform_PhenomX.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.loglog( - freq[f_mask], - np.abs(h0_lalsuite) ** 2, - label="lalsuite", - ) - plt.loglog( - f, - np.abs(h0_ripple) ** 2, - label="ripple", - alpha=0.3, - ) - - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$|A(f)|^2$") - plt.savefig("../figures/full_waveform_PhenomX_amp.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.loglog( - freq[f_mask], - np.abs((np.abs(h0_lalsuite) - np.abs(h0_ripple)) / np.abs(h0_ripple)), - label="lalsuite", - ) - - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$|A(f)|$") - plt.savefig("../figures/full_waveform_PhenomX_ampdiff.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.plot( - f, - np.gradient(np.unwrap(np.angle(h0_lalsuite))), - label="lalsuite", - alpha=0.3, - ) - plt.plot( - f, - -np.gradient(np.unwrap(np.angle(h0_ripple))), - label="ripple", - alpha=0.3, - ) - - plt.axvline(x=f1) - plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"f") - plt.ylabel(r"$\mathrm{d}\Phi/\mathrm{d}f$") - plt.savefig( - "../figures/full_waveform_PhenomX_phase_gradient.pdf", bbox_inches="tight" - ) - - -def random_match_waveforms(n=100): - # Get a frequency domain waveform - thetas = [] - matches = [] - f_ASD, ASD = np.loadtxt("O3Livingston.txt", unpack=True) - - for i in tqdm(range(n)): - m1 = np.random.uniform(1.0, 100.0) - m2 = np.random.uniform(1.0, 100.0) - s1 = np.random.uniform(-1.0, 1.0) - s2 = np.random.uniform(-1.0, 1.0) - M = m1 + m2 - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = np.pi / 2.0 - phi_ref = 0 - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - - events = { - "Mc": np.array([Mc]), - "dL": np.array([1000.0]), - "iota": np.array([0.0]), - "eta": np.array([eta]), - "chi1z": np.array([s1]), - "chi2z": np.array([s2]), - "Lambda1": np.array([0.0]), - "Lambda2": np.array([0.0]), - } - - ################################ - # Need to normalise the frequency - # grid according to the total mass - ################################ - # xi_l = 0.004 - # xi_u = 0.2 - # dxi = 0.000005 - # M_s = M * gt - - # f_l = xi_l / M_s - # f_u = xi_u / M_s - # del_f = dxi / M_s - ################################# - - # f_l = 30.0 - # f_u = 1000.0 - # del_f = 0.0125 - - f_l = 32.0 - f_u = 1024.0 - del_f = 0.125 - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - fs = np.arange(f_l_idx, f_u_idx) * del_f - - if m1 < m2: - theta = np.array([m2, m1, s1, s2]) - elif m1 > m2: - theta = np.array([m1, m2, s1, s2]) - else: - raise ValueError("Something went wrong with the parameters") - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomXAS") - - # coeffs = IMRPhenomD_utils.get_coeffs(theta) - # _, _, f3, f4, _, _ = IMRPhenomD_utils.get_transition_frequencies( - # theta, coeffs[5], coeffs[6] - # ) - - f_ref = f_l - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], - 0.0, - 0.0, - theta[3], - distance, - inclination, - phi_ref, - 0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freqs = np.arange(len(hp.data.data)) * del_f - - theta_ripple = np.array([Mc, eta, s1, s2, dist_mpc, tc, phic]) - h0_ripple = IMRPhenomXAS.gen_IMRPhenomXAS(fs, theta_ripple, f_ref) - # tmpWF = waveforms.IMRPhenomXAS() - # hp_wfpy, hp_wfpy = tmpWF.hphc(fs, **events) - # phase_wf4py = waveforms.IMRPhenomXAS().Phi(fs, **events) - # Amp_wf4py = waveforms.IMRPhenomXAS().Ampl(fs, **events) - # h0_wfpy = Amp_wf4py * np.exp(1j * phase_wf4py) - pad_low, pad_high = get_eff_pads(fs) - PSD_vals = np.interp(fs, f_ASD, ASD) ** 2 - - try: - mask_lal = (freqs >= f_l) & (freqs < f_u) - h0_lalsuite = 2.0 * hp.data.data[mask_lal] - matches.append( - get_match_arr( - pad_low, - pad_high, - # np.ones_like(fs) * 1.0e-42, - PSD_vals, - h0_ripple, - h0_lalsuite, - ) - ) - thetas.append(theta) - except: - print("Arrays are wrong") - - # else: - # mask_lal = (freqs >= f_l) & (freqs <= f_u) - # matches.append( - # get_match_arr( - # pad_low, - # pad_high, - # np.ones_like(fs) * 1.0e-42, - # hp_ripple, - # hp.data.data[mask_lal], - # ) - # ) - # thetas.append(theta) - - thetas = np.array(thetas) - matches = np.array(matches) - - # np.savetxt(thetas) - # np.savetxt("ripple_phenomXAS_matches.txt", np.c_[thetas, matches]) - - plt.figure(figsize=(7, 5)) - cm = plt.cm.get_cmap("inferno") - q = thetas[:, 1] / thetas[:, 0] - mask = matches == 1.0 - Mtot = thetas[:, 0] + thetas[:, 1] - chieff = (thetas[:, 0] * thetas[:, 2] + thetas[:, 1] * thetas[:, 3]) / ( - thetas[:, 0] + thetas[:, 1] - ) - sc = plt.scatter(Mtot, chieff, c=np.log10(1.0 - matches), cmap=cm) - plt.scatter(Mtot[mask], chieff[mask], color="C0") - plt.colorbar(sc, label=r"$\log_{10}(1-\mathrm{Match})$") - plt.xlabel(r"Total Mass, $M$") - plt.ylabel(r"Effective Spin, $\chi_{\rm eff}$") - # plt.xlim(1, 50) - # plt.ylim(, 50) - - plt.savefig( - "../figures/test_match_vs_lalsuite_qchieff_XAS.pdf", bbox_inches="tight" - ) - - # plt.figure(figsize=(7, 5)) - # cm = plt.cm.get_cmap("inferno") - # sc = plt.scatter(thetas[:, 0], thetas[:, 1], c=np.log10(1.0 - matches), cmap=cm) - # plt.colorbar(sc, label=r"$\log_{10}(1-\mathrm{Match})$") - # plt.xlabel(r"$m_1 \,\left[M_{\odot}\right]$") - # plt.ylabel(r"$m_2 \,\left[M_{\odot}\right]$") - # plt.xlim(1, 50) - # plt.ylim(1, 50) - - # plt.savefig("../figures/test_match_vs_lalsuite_m1m2.pdf", bbox_inches="tight") - - # plt.figure(figsize=(7, 5)) - # cm = plt.cm.get_cmap("inferno") - # sc = plt.scatter(thetas[:, 2], thetas[:, 3], c=np.log10(1.0 - matches), cmap=cm) - # plt.colorbar(sc, label=r"$\log_{10}(1-\mathrm{Match})$") - # plt.xlabel(r"$\chi_1$") - # plt.ylabel(r"$\chi_2$") - # plt.savefig("../figures/test_match_vs_lalsuite_s1s2.pdf", bbox_inches="tight") - - print(thetas, matches) - - -def plot_waveforms(): - # Get a frequency domain waveform - # source parameters - m1_msun = 15.0 - m2_msun = 15.0 - chi1 = [0, 0, 0.5] - chi2 = [0, 0, 0.5] - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = 0.8 - phi_ref = 0 - - Mc, eta = ms_to_Mc_eta(jnp.array([m1_msun, m2_msun])) - - theta_ripple = np.array( - [Mc, eta, chi1[2], chi2[2], dist_mpc, tc, phic, inclination] - ) - - # theta = np.array([m1_msun, m2_msun, chi1[2], chi2[2]]) - f_l = 32.0 - f_u = 1024.0 - del_f = 0.0125 - fs = np.arange(f_l, f_u, del_f) - - # coeffs = IMRPhenomD_utils.get_coeffs(theta) - # _, _, f3, f4, _, _ = IMRPhenomD_utils.get_transition_frequencies( - # theta, coeffs[5], coeffs[6] - # ) - - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomXAS") - - f_ref = f_l - m1_kg = m1_msun * lal.MSUN_SI - m2_kg = m2_msun * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - chi1[0], - chi1[1], - chi1[2], - chi2[0], - chi2[1], - chi2[2], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freqs = np.arange(len(hp.data.data)) * del_f - mask_lal = (freqs >= f_l) & (freqs < f_u) - - hp_ripple, hc_ripple = IMRPhenomXAS.gen_IMRPhenomXAS_polar(fs, theta_ripple, f_ref) - - plt.figure(figsize=(15, 5)) - plt.plot( - freqs[mask_lal], - hp.data.data[mask_lal].real, - label="hp lalsuite real", - alpha=0.3, - color="C0", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hp_ripple.real, - label="hp ripple real", - alpha=0.8, - color="C0", - ) - - plt.plot( - freqs[mask_lal], - hp.data.data[mask_lal].imag, - label="hp lalsuite imag", - alpha=0.3, - color="C1", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hp_ripple.imag, - label="hp ripple imag", - alpha=0.8, - color="C1", - ) - - # plt.axvline(x=f3, ls="--") - # plt.axvline(x=f4, ls="--") - # plt.legend() - plt.xlim(0, 300) - plt.xlabel("Frequency [Hz]") - plt.ylabel("Strain") - plt.savefig("../figures/waveform_comparison_hp_XAS.pdf", bbox_inches="tight") - - plt.figure(figsize=(15, 5)) - plt.plot( - freqs[mask_lal], - hc.data.data[mask_lal].real, - label="hc lalsuite real", - alpha=0.3, - color="C0", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hc_ripple.real, - label="hc ripple real", - alpha=0.3, - color="C0", - ) - - plt.plot( - freqs[mask_lal], - hc.data.data[mask_lal].imag, - label="hc lalsuite imag", - alpha=0.3, - color="C1", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hc_ripple.imag, - label="hc ripple imag", - alpha=0.3, - color="C1", - ) - - # plt.axvline(x=f3, ls="--") - # plt.axvline(x=f4, ls="--") - plt.legend() - plt.xlim(0, 300) - plt.xlabel("Frequency") - plt.ylabel("hf") - plt.savefig("../figures/waveform_comparison_hc_XAS.pdf", bbox_inches="tight") - - pad_low, pad_high = get_eff_pads(fs) - - print( - get_match_arr( - pad_low, - pad_high, - np.ones_like(fs), - hp_ripple, - hp.data.data[mask_lal], - ) - ) - - -if __name__ == "__main__": - # test_phase_phenomXAS() - # test_gen_phenomXAS() - # test_amplitude_XAS() - # test_full_waveform_XAS() - random_match_waveforms() - # plot_waveforms() diff --git a/test/old_tests/test_imrphenomd.py b/test/old_tests/test_imrphenomd.py deleted file mode 100644 index 69e84ebf..00000000 --- a/test/old_tests/test_imrphenomd.py +++ /dev/null @@ -1,838 +0,0 @@ -from math import pi -from tqdm import tqdm -import jax.numpy as jnp -import time -import jax -from jax import grad, vmap - -from ripple import get_eff_pads, get_match_arr -from ripple.waveforms import PPE_IMRPhenomD, IMRPhenomD, IMRPhenomD_utils -import matplotlib.pyplot as plt -from ripple.constants import gt - -#plt.style.use("../plot_style.mplstyle") -import numpy as np -import cProfile -import lalsimulation as lalsim -from ripple import ms_to_Mc_eta -import lal - - -def profile_grad(): - from jax import grad - - # Now lets compute the waveform ripple - m1 = 20.0 - m2 = 10.0 - from ripple import ms_to_Mc_eta - - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - chi1 = 0.0 - chi2 = 0.0 - D = 100.0 - tc = 0.01 - phic = 0.0 - f_l = 32 - f_u = 512 - del_f = 0.25 - f_list = np.arange(f_l, f_u, del_f) - - params = jnp.array([Mc, eta, chi1, chi2, D, tc, phic]) - grad_func = lambda p: IMRPhenomD.gen_IMRPhenomD(f_list[10], p, f_ref=f_l).real - # print(grad(grad_func)(params)) - grad(grad_func)(params) - return None - - -def test_phase_phenomD(): - theta = np.array( - [ - 7.765270965631057720e01, - 4.909567250892310142e01, - 3.969370946508115061e-01, - 4.405203497762351095e-01, - ] - ) - Mc, eta = ms_to_Mc_eta(jnp.array([theta[0], theta[1]])) - # f_l = 30.0 - # f_u = 1000.0 - # del_f = 0.0005 - # del_f = 0.0125 - inclination = 0.0 - psi = 0.0 - phi_ref = 0.0 - dist_mpc = 1.0 - tc = 0.0 - phic = 0.0 - - f_l = 32 - f_u = 1024 - del_f = 0.0125 - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - f = np.arange(f_l_idx, f_u_idx) * del_f - - # f = np.arange(f_l, f_u, del_f) - Mf = f * (theta[0] + theta[1]) * 4.92549094830932e-6 - del_Mf = np.diff(Mf) - - # Calculate the frequency regions - coeffs = IMRPhenomD_utils.get_coeffs(theta) - f1, f2, _, _, _, _ = IMRPhenomD_utils.get_transition_frequencies( - theta, coeffs[5], coeffs[6] - ) - theta_ripple = np.array( - [Mc, eta, theta[2], theta[3], dist_mpc, tc, phic, inclination, psi] - ) - - f_ref = f_l - - # Amp = IMRPhenomD.Amp(f, theta) - hp_ripple, hc_ripple = PPE_IMRPhenomD.gen_IMRPhenomD_polar(f, theta_ripple, f_ref) - - # print(Mf[0]) - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomD") - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], - 0.0, - 0.0, - theta[3], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - # print(hp.deltaF) - # print(hp.name) - # print(hp.f0) - # quit() - - freq = np.arange(len(hp.data.data)) * del_f - f_mask = (freq >= f_l) & (freq < f_u) - # print(freq[f_mask], f) - # quit() - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], - np.unwrap(np.angle(hp.data.data))[f_mask], - label="lalsuite", - ) - - plt.plot( - f, - np.unwrap(np.angle(hp_ripple)), # - np.unwrap(np.angle(hp_ripple))[0], - label="ripple", - alpha=0.3, - ) - # plt.axvline(x=f1) - # plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"Mf") - plt.ylabel(r"$\Phi$") - plt.savefig("../figures/test_phase.pdf", bbox_inches="tight") - - print( - "Ripple Phase:", - np.unwrap(np.angle(hp_ripple)), - ) - print("Lalsuite Phase:", np.unwrap(np.angle(hp.data.data))[f_mask]) - - print( - "Difference:", - np.unwrap(np.angle(hp_ripple)) - np.unwrap(np.angle(hp.data.data))[f_mask], - ) - - # ratio = np.unwrap(np.angle(hp_ripple)) / np.unwrap(np.angle(hp.data.data))[f_mask] - # plt.figure(figsize=(7, 5)) - # plt.plot( - # freq[f_mask], - # ratio, - # label="ratio", - # ) - # plt.legend() - # plt.xlabel(r"Mf") - # plt.ylabel(r"$\Phi$") - # plt.savefig("../figures/test_phase_ratio.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.plot( - f, - (np.unwrap(np.angle(hp.data.data))[f_mask]) - (np.unwrap(np.angle(hp_ripple))), - label="phase difference", - ) - # plt.axvline(x=f1) - # plt.axvline(x=f2) - plt.legend() - plt.xlabel(r"Mf") - plt.ylabel(r"$\Phi_1 - \Phi_2$") - plt.savefig("../figures/test_phasedifference.pdf", bbox_inches="tight") - - phase_deriv_lal = np.gradient(np.unwrap(np.angle(hp.data.data))[f_mask], del_Mf[0]) - phase_deriv = np.gradient(np.unwrap(np.angle(hp_ripple)), del_Mf[0]) - plt.figure(figsize=(6, 5)) - print("testing here", phase_deriv, phase_deriv_lal) - plt.plot(f, phase_deriv, label="ripple", alpha=0.3) - plt.plot( - freq[f_mask], # * ((theta[0] + theta[1]) * 4.92549094830932e-6), - phase_deriv_lal, - label="lalsuite", - alpha=0.3, - ls="--", - ) - plt.legend() - plt.xlabel(r"f") - # plt.xlim(100, 120) - # plt.ylim(100, 200) - plt.ylabel(r"$\Phi^{\prime}$") - plt.savefig("../figures/test_phase_derivative_full.pdf", bbox_inches="tight") - - plt.figure(figsize=(6, 5)) - plt.plot(f, phase_deriv_lal - phase_deriv, label="difference") - plt.legend() - plt.xlabel(r"f") - # plt.xlim(100, 120) - # plt.ylim(-0.00050, -0.00025) - plt.ylabel(r"$\Phi^{\prime}_1-\Phi^{\prime}_2$") - plt.savefig("../figures/test_phase_derivative_difference.pdf", bbox_inches="tight") - - return None - - -def test_Amp_phenomD(): - theta = np.array( - [ - 7.765270965631057720e00, - 4.909567250892310142e00, - 3.969370946508115061e-01, - 4.405203497762351095e-01, - ] - ) - Mc, eta = ms_to_Mc_eta(jnp.array([theta[0], theta[1]])) - # f_l = 32 - # f_u = 1024 - # del_f = 0.0125 - f_l = 32 - f_u = 1024 - del_f = 0.0125 - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - fs = np.arange(f_l_idx, f_u_idx) * del_f - - # f_l = 32 - # f_u = 1024 - # del_f = 0.0005 - psi = 0.0 - phi_ref = 0.0 - dist_mpc = 1.0 - - f = np.arange(f_l, f_u, del_f) - inclination = 0.0 - psi = 0.0 - phi_ref = 0.0 - dist_mpc = 1.0 - f = np.arange(f_l, f_u, del_f) - Mf = f * (theta[0] + theta[1]) * 4.92549094830932e-6 - - # Calculate the frequency regions - coeffs = IMRPhenomD_utils.get_coeffs(theta) - _, _, f3, f4, _, _ = IMRPhenomD_utils.get_transition_frequencies( - theta, coeffs[5], coeffs[6] - ) - theta_ripple = np.array( - [Mc, eta, theta[2], theta[3], dist_mpc, 0.0, 0.0, inclination, psi] - ) - - # Amp = IMRPhenomD.Amp(f, theta) - hp_ripple, hc_ripple = IMRPhenomD.gen_IMRPhenomD_polar(f, theta_ripple, f_ref=f_l) - - f_ref = f_l - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomD") - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], - 0.0, - 0.0, - theta[3], - distance, - inclination, - phi_ref, - 0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freq = np.arange(len(hp.data.data)) * del_f - f_mask = (freq >= f_l) & (freq < f_u) - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask], #* ((theta[0] + theta[1]) * 4.92549094830932e-6), - hp.data.data[f_mask], - label="lalsuite", - ) - plt.plot(f, hp_ripple, label="ripple", alpha=0.5, linewidth=3) - # plt.axvline(x=f3 * (theta[0] + theta[1]) * 4.92549094830932e-6, ls="--", color="C0") - # plt.axvline(x=f4 * (theta[0] + theta[1]) * 4.92549094830932e-6, ls="--", color="C0") - plt.legend() - plt.xlabel(r"Mf") - plt.ylabel(r"Amplitude") - plt.savefig("../figures/test_Amp_full.pdf", bbox_inches="tight") - - plt.figure(figsize=(7, 5)) - plt.plot( - freq[f_mask] * ((theta[0] + theta[1]) * 4.92549094830932e-6), - (abs(hp_ripple) - abs(hp.data.data)[f_mask]), - label="difference", - ) - # plt.axvline(x=f3 * (theta[0] + theta[1]) * 4.92549094830932e-6, ls="--", color="C0") - # plt.axvline(x=f4 * (theta[0] + theta[1]) * 4.92549094830932e-6, ls="--", color="C0") - plt.legend() - plt.xlabel(r"Mf") - plt.ylabel(r"Amplitude") - plt.savefig("../figures/test_Amp_difference.pdf", bbox_inches="tight") - - return None - - -def test_frequency_calc(): - theta = np.array([5.0, 4.0, 0.0, 0.0]) - m1, m2, chi1, chi2 = theta - - fRD, fdamp = IMRPhenomD_utils.get_fRD_fdamp(m1, m2, chi1, chi2) - print("Ringdown and damping frequency:", fRD, fdamp) - return None - - -def plot_waveforms(): - # Get a frequency domain waveform - # source parameters - m1_msun = 15.0 - m2_msun = 10.0 - chi1 = [0, 0, 0.5] - chi2 = [0, 0, 0.5] - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = 0.8 - phi_ref = 0 - - Mc, eta = ms_to_Mc_eta(jnp.array([m1_msun, m2_msun])) - - theta_ripple = np.array( - [Mc, eta, chi1[2], chi2[2], dist_mpc, tc, phic, inclination] - ) - - #ppes = np.random.uniform(0,1e-5, 15) - #print(ppes) - - theta = np.array([m1_msun, m2_msun, chi1[2], chi2[2]]) - f_l = 32.0 - f_u = 1024.0 - del_f = 0.0125 - fs = np.arange(f_l, f_u, del_f) - - coeffs = IMRPhenomD_utils.get_coeffs(theta) - _, _, f3, f4, _, _ = IMRPhenomD_utils.get_transition_frequencies( - theta, coeffs[5], coeffs[6] - ) - - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomD") - - f_ref = f_l - m1_kg = m1_msun * lal.MSUN_SI - m2_kg = m2_msun * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - chi1[0], - chi1[1], - chi1[2], - chi2[0], - chi2[1], - chi2[2], - distance, - inclination, - phi_ref, - 0.0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freqs = np.arange(len(hp.data.data)) * del_f - mask_lal = (freqs >= f_l) & (freqs < f_u) - - hp_ripple, hc_ripple = PPE_IMRPhenomD.gen_IMRPhenomD_polar(fs, theta_ripple, ppes, f_ref) - - plt.figure(figsize=(15, 5)) - plt.plot( - freqs[mask_lal], - hp.data.data[mask_lal].real, - label="hp lalsuite real", - alpha=0.3, - color="C0", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hp_ripple.real, - label="hp ripple real", - alpha=0.8, - color="C0", - ) - - plt.plot( - freqs[mask_lal], - hp.data.data[mask_lal].imag, - label="hp lalsuite imag", - alpha=0.3, - color="C1", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hp_ripple.imag, - label="hp ripple imag", - alpha=0.8, - color="C1", - ) - - plt.axvline(x=f3, ls="--") - plt.axvline(x=f4, ls="--") - # plt.legend() - plt.xlim(0, 300) - plt.xlabel("Frequency [Hz]") - plt.ylabel("Strain") - plt.show() - plt.savefig("../figures/waveform_comparison_hp.pdf", bbox_inches="tight") - - plt.figure(figsize=(15, 5)) - plt.plot( - freqs[mask_lal], - hc.data.data[mask_lal].real, - label="hc lalsuite real", - alpha=0.3, - color="C0", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hc_ripple.real, - label="hc ripple real", - alpha=0.3, - color="C0", - ) - - plt.plot( - freqs[mask_lal], - hc.data.data[mask_lal].imag, - label="hc lalsuite imag", - alpha=0.3, - color="C1", - ls="--", - lw=5, - ) - - plt.plot( - fs, - hc_ripple.imag, - label="hc ripple imag", - alpha=0.3, - color="C1", - ) - - plt.axvline(x=f3, ls="--") - plt.axvline(x=f4, ls="--") - plt.legend() - plt.xlim(0, 300) - plt.xlabel("Frequency") - plt.ylabel("hf") - plt.savefig("../figures/waveform_comparison_hc.pdf", bbox_inches="tight") - - pad_low, pad_high = get_eff_pads(fs) - - print( - get_match_arr( - pad_low, - pad_high, - np.ones_like(fs), - hp_ripple, - hp.data.data[mask_lal], - ) - ) - - -def random_match_waveforms(n=1000): - # Get a frequency domain waveform - thetas = [] - matches = [] - f_ASD, ASD = np.loadtxt("O3Livingston.txt", unpack=True) - - for i in tqdm(range(n)): - m1 = np.random.uniform(1.0, 100.0) - m2 = np.random.uniform(1.0, 100.0) - s1 = np.random.uniform(-1.0, 1.0) - s2 = np.random.uniform(-1.0, 1.0) - M = m1 + m2 - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = np.pi / 2.0 - phi_ref = 0 - - ################################ - # Need to normalise the frequency - # grid according to the total mass - ################################ - # xi_l = 0.004 - # xi_u = 0.2 - # dxi = 0.000005 - # M_s = M * gt - - # f_l = xi_l / M_s - # f_u = xi_u / M_s - # del_f = dxi / M_s - ################################# - - # f_l = 30.0 - # f_u = 1000.0 - # del_f = 0.0125 - - f_l = 32.0 - f_u = 1024.0 - del_f = 0.0125 - - f_l_idx = round(f_l / del_f) - f_u_idx = f_u // del_f - f_l = f_l_idx * del_f - f_u = f_u_idx * del_f - fs = np.arange(f_l_idx, f_u_idx) * del_f - - if m1 < m2: - theta = np.array([m2, m1, s1, s2]) - elif m1 > m2: - theta = np.array([m1, m2, s1, s2]) - else: - raise ValueError("Something went wrong with the parameters") - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomD") - - # coeffs = IMRPhenomD_utils.get_coeffs(theta) - # _, _, f3, f4, _, _ = IMRPhenomD_utils.get_transition_frequencies( - # theta, coeffs[5], coeffs[6] - # ) - - f_ref = f_l - m1_kg = theta[0] * lal.MSUN_SI - m2_kg = theta[1] * lal.MSUN_SI - distance = dist_mpc * 1e6 * lal.PC_SI - - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[2], - 0.0, - 0.0, - theta[3], - distance, - inclination, - phi_ref, - 0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - freqs = np.arange(len(hp.data.data)) * del_f - - # fs = np.arange(f_l, f_u, del_f) - Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) - - theta_ripple = np.array([Mc, eta, s1, s2, dist_mpc, tc, phic]) - ppes = np.zeros(15) - h0_ripple = PPE_IMRPhenomD.gen_IMRPhenomD(fs, theta_ripple, ppes, f_ref) - # hp_ripple, hc_ripple = IMRPhenomD.gen_IMRPhenomD_polar(fs, theta_ripple, f_ref) - pad_low, pad_high = get_eff_pads(fs) - PSD_vals = np.interp(fs, f_ASD, ASD) ** 2 - - try: - mask_lal = (freqs >= f_l) & (freqs < f_u) - h0_lalsuite = 2.0 * hp.data.data[mask_lal] - matches.append( - get_match_arr( - pad_low, - pad_high, - # np.ones_like(fs) * 1.0e-42, - PSD_vals, - h0_ripple, - h0_lalsuite, - ) - ) - thetas.append(theta) - except: - print("Arrays are wrong") - - # else: - # mask_lal = (freqs >= f_l) & (freqs <= f_u) - # matches.append( - # get_match_arr( - # pad_low, - # pad_high, - # np.ones_like(fs) * 1.0e-42, - # hp_ripple, - # hp.data.data[mask_lal], - # ) - # ) - # thetas.append(theta) - - thetas = np.array(thetas) - matches = np.array(matches) - - # np.savetxt(thetas) - np.savetxt("ripple_phenomD_matches.txt", np.c_[thetas, matches]) - - plt.figure(figsize=(7, 5)) - cm = plt.cm.get_cmap("inferno") - q = thetas[:, 1] / thetas[:, 0] - mask = matches == 1.0 - Mtot = thetas[:, 0] + thetas[:, 1] - chieff = (thetas[:, 0] * thetas[:, 2] + thetas[:, 1] * thetas[:, 3]) / ( - thetas[:, 0] + thetas[:, 1] - ) - sc = plt.scatter(Mtot, chieff, c=np.log10(1.0 - matches), cmap=cm) - plt.scatter(Mtot[mask], chieff[mask], color="C0") - plt.colorbar(sc, label=r"$\log_{10}(1-\mathrm{Match})$") - plt.xlabel(r"Total Mass, $M$") - plt.ylabel(r"Effective Spin, $\chi_{\rm eff}$") - # plt.xlim(1, 50) - # plt.ylim(, 50) - - plt.savefig("../figures/test_match_vs_lalsuite_qchieff.pdf", bbox_inches="tight") - - # plt.figure(figsize=(7, 5)) - # cm = plt.cm.get_cmap("inferno") - # sc = plt.scatter(thetas[:, 0], thetas[:, 1], c=np.log10(1.0 - matches), cmap=cm) - # plt.colorbar(sc, label=r"$\log_{10}(1-\mathrm{Match})$") - # plt.xlabel(r"$m_1 \,\left[M_{\odot}\right]$") - # plt.ylabel(r"$m_2 \,\left[M_{\odot}\right]$") - # plt.xlim(1, 50) - # plt.ylim(1, 50) - - # plt.savefig("../figures/test_match_vs_lalsuite_m1m2.pdf", bbox_inches="tight") - - # plt.figure(figsize=(7, 5)) - # cm = plt.cm.get_cmap("inferno") - # sc = plt.scatter(thetas[:, 2], thetas[:, 3], c=np.log10(1.0 - matches), cmap=cm) - # plt.colorbar(sc, label=r"$\log_{10}(1-\mathrm{Match})$") - # plt.xlabel(r"$\chi_1$") - # plt.ylabel(r"$\chi_2$") - # plt.savefig("../figures/test_match_vs_lalsuite_s1s2.pdf", bbox_inches="tight") - - print(thetas, matches) - - -def benchmark_waveform_call(): - # Get a frequency domain waveform - f_l = 24 - f_u = 512 - del_f = 0.2 - tc = 0.0 - phic = 0.0 - dist_mpc = 440 - inclination = 0.0 - phi_ref = 0 - - n = 10_000 - m1 = np.random.uniform(1.0, 100.0, n) - m2 = np.random.uniform(1.0, 100.0, n) - s1 = np.random.uniform(-1.0, 1.0, n) - s2 = np.random.uniform(-1.0, 1.0, n) - theta = [] - theta_ripple = [] - for i in range(n): - if m1[i] < m2[i]: - theta.append(np.array([m2[i], m1[i], s1[i], s2[i]])) - Mc, eta = ms_to_Mc_eta(jnp.array([m2[i], m1[i]])) - theta_ripple.append( - np.array( - [ - Mc, - eta, - s1[i], - s2[i], - dist_mpc, - tc, - phic, - inclination, - ] - ) - ) - elif m1[i] > m2[i]: - Mc, eta = ms_to_Mc_eta(jnp.array([m1[i], m2[i]])) - theta_ripple.append( - np.array( - [ - Mc, - eta, - s1[i], - s2[i], - dist_mpc, - tc, - phic, - inclination, - ] - ) - ) - theta.append(np.array([m1[i], m2[i], s1[i], s2[i]])) - else: - raise ValueError("Something went wrong with the parameters") - - theta = np.array(theta) - theta_ripple = np.array(theta_ripple) - - approximant = lalsim.SimInspiralGetApproximantFromString("IMRPhenomD") - - f_ref = f_l - distance = dist_mpc * 1e6 * lal.PC_SI - - start = time.time() - for i in range(n): - m1_kg = theta[i, 0] * lal.MSUN_SI - m2_kg = theta[i, 1] * lal.MSUN_SI - hp, hc = lalsim.SimInspiralChooseFDWaveform( - m1_kg, - m2_kg, - 0.0, - 0.0, - theta[i, 2], - 0.0, - 0.0, - theta[i, 3], - distance, - inclination, - phi_ref, - 0, - 0.0, - 0.0, - del_f, - f_l, - f_u, - f_ref, - None, - approximant, - ) - - end = time.time() - print("Lalsuite waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - fs = np.arange(f_l, f_u, del_f) - print(fs.shape) - f_ref = f_l - - @jax.jit - def waveform(theta): - return IMRPhenomD.gen_IMRPhenomD_polar(fs, theta, f_ref) - - print("JIT compiling") - waveform(theta_ripple[0])[0].block_until_ready() - print("Finished JIT compiling") - - start = time.time() - for t in theta_ripple: - waveform(t)[0].block_until_ready() - end = time.time() - - print("Ripple waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - func = vmap(waveform) - func(theta_ripple)[0].block_until_ready() - - start = time.time() - func(theta_ripple)[0].block_until_ready() - end = time.time() - - print("Vmapped ripple waveform call takes: %.6f ms" % ((end - start) * 1000 / n)) - - # start = time.time() - - # @jax.jit - # def grad_func(p): - # return IMRPhenomD.gen_IMRPhenomD(fs[10], p, f_ref).real - - # print(grad(grad_func)(theta_ripple)) - # end = time.time() - # print("Grad compile time takes: %.4f ms" % ((end - start) * 1000 / n)) - - return None - - -if __name__ == "__main__": - import cProfile, pstats - - # profiler = cProfile.Profile() - # profiler.enable() - # profile_grad() - # profiler.disable() - # stats = pstats.Stats(profiler).sort_stats("cumtime") - # stats.print_stats() - # profile_grad() - # test_Amp_phenomD() - # test_phase_phenomD() - # test_frequency_calc() - plot_waveforms() - # benchmark_waveform_call() - # random_match_waveforms(n=400) - None diff --git a/test/psds/ET-D-psd.txt b/test/psds/ET-D-psd.txt deleted file mode 100644 index 8595ee35..00000000 --- a/test/psds/ET-D-psd.txt +++ /dev/null @@ -1,3000 +0,0 @@ - 1.0000000e+00 5.6360987e-17 4.4569531e-17 3.4959517e-17 - 1.0030759e+00 5.4061732e-17 4.6943421e-17 3.5445436e-17 - 1.0061612e+00 5.1776256e-17 4.9548476e-17 3.5797734e-17 - 1.0092560e+00 4.9907753e-17 5.2403302e-17 3.6140150e-17 - 1.0123603e+00 4.8332547e-17 5.5698024e-17 3.6504608e-17 - 1.0154742e+00 4.6755467e-17 5.9302997e-17 3.6716429e-17 - 1.0185976e+00 4.5480120e-17 6.2979292e-17 3.6871157e-17 - 1.0217307e+00 4.4306417e-17 6.6568086e-17 3.6883647e-17 - 1.0248734e+00 4.3131328e-17 7.0801848e-17 3.6834732e-17 - 1.0280258e+00 4.2228498e-17 7.5034353e-17 3.6800783e-17 - 1.0311878e+00 4.1418560e-17 7.8060969e-17 3.6587344e-17 - 1.0343596e+00 4.0607662e-17 7.8679313e-17 3.6084997e-17 - 1.0375412e+00 4.0066134e-17 7.7965967e-17 3.5636020e-17 - 1.0407325e+00 3.9617750e-17 7.6590629e-17 3.5188827e-17 - 1.0439336e+00 3.9168811e-17 7.4767337e-17 3.4696020e-17 - 1.0471446e+00 3.9022934e-17 7.2595468e-17 3.4371785e-17 - 1.0503655e+00 3.8983283e-17 6.8565689e-17 3.3888855e-17 - 1.0535963e+00 3.8943510e-17 6.3219044e-17 3.3157318e-17 - 1.0568370e+00 3.9251180e-17 5.7790893e-17 3.2470018e-17 - 1.0600877e+00 3.9504647e-17 5.3181857e-17 3.1712648e-17 - 1.0633483e+00 3.9750809e-17 4.9037609e-17 3.0879570e-17 - 1.0666191e+00 4.0633174e-17 4.5146815e-17 3.0202054e-17 - 1.0698998e+00 4.1729144e-17 4.1723823e-17 2.9505079e-17 - 1.0731907e+00 4.2806871e-17 3.9721273e-17 2.9116973e-17 - 1.0764917e+00 4.5200572e-17 5.8345025e-17 3.5732200e-17 - 1.0798028e+00 4.8038110e-17 3.3711550e-17 2.7594654e-17 - 1.0831241e+00 5.0833630e-17 3.0927718e-17 2.6421757e-17 - 1.0864557e+00 5.7757812e-17 2.8777943e-17 2.5757760e-17 - 1.0897974e+00 6.6097468e-17 2.6906015e-17 2.4920429e-17 - 1.0931495e+00 7.4318007e-17 2.5230991e-17 2.3891651e-17 - 1.0965119e+00 1.2766587e-16 2.3718775e-17 2.3319724e-17 - 1.0998846e+00 1.9685049e-16 2.2346525e-17 2.2203914e-17 - 1.1032677e+00 2.6505303e-16 2.1098061e-17 2.1031537e-17 - 1.1066612e+00 2.3750538e-16 1.9956696e-17 1.9886615e-17 - 1.1100651e+00 1.7458823e-16 1.8909166e-17 1.8799226e-17 - 1.1134795e+00 1.1346622e-16 1.7945958e-17 1.7725624e-17 - 1.1169044e+00 8.1050789e-17 1.7057553e-17 1.6691904e-17 - 1.1203398e+00 5.9568509e-17 1.6237155e-17 1.5665607e-17 - 1.1237859e+00 3.8739048e-17 1.5477160e-17 1.4372542e-17 - 1.1272425e+00 2.9142540e-17 1.4770826e-17 1.3175144e-17 - 1.1307097e+00 2.3801184e-17 1.4113064e-17 1.2139412e-17 - 1.1341876e+00 1.8626766e-17 1.3500259e-17 1.0931107e-17 - 1.1376762e+00 1.5512542e-17 1.2927875e-17 9.9312304e-18 - 1.1411755e+00 1.3211957e-17 1.2391809e-17 9.0383744e-18 - 1.1446856e+00 1.0985778e-17 1.1888865e-17 8.0685165e-18 - 1.1482065e+00 9.4717534e-18 1.1416923e-17 7.2896834e-18 - 1.1517382e+00 8.2504357e-18 1.0973164e-17 6.5944124e-18 - 1.1552808e+00 7.0701780e-18 1.0554991e-17 5.8741204e-18 - 1.1588343e+00 6.2179967e-18 1.0160305e-17 5.3036304e-18 - 1.1623987e+00 5.5295528e-18 9.7877696e-18 4.8143846e-18 - 1.1659741e+00 4.8586889e-18 9.4355698e-18 4.3196346e-18 - 1.1695605e+00 4.3482061e-18 9.1019992e-18 3.9234913e-18 - 1.1731579e+00 3.9066459e-18 8.7856298e-18 3.5696483e-18 - 1.1767663e+00 3.4767867e-18 8.4855685e-18 3.2172091e-18 - 1.1803859e+00 3.1389503e-18 8.2006079e-18 2.9315338e-18 - 1.1840166e+00 2.8418120e-18 7.9295899e-18 2.6752029e-18 - 1.1876585e+00 2.5528539e-18 7.6715148e-18 2.4222586e-18 - 1.1913115e+00 2.3201934e-18 7.4257540e-18 2.2146083e-18 - 1.1949758e+00 2.1131399e-18 7.1914819e-18 2.0274262e-18 - 1.1986514e+00 1.9120109e-18 6.9678906e-18 1.8438523e-18 - 1.2023383e+00 1.7469792e-18 6.7542637e-18 1.6913211e-18 - 1.2060365e+00 1.5988232e-18 6.5501385e-18 1.5532222e-18 - 1.2097461e+00 1.4550715e-18 6.3549367e-18 1.4183668e-18 - 1.2134671e+00 1.3394463e-18 6.1680822e-18 1.3089387e-18 - 1.2171996e+00 1.2459678e-18 5.9890523e-18 1.2198492e-18 - 1.2209435e+00 1.1539682e-18 5.8174914e-18 1.1319141e-18 - 1.2246989e+00 1.0770532e-18 5.6529866e-18 1.0580208e-18 - 1.2284659e+00 1.0069661e-18 5.4951216e-18 9.9047361e-19 - 1.2322445e+00 9.3801573e-19 5.3435106e-18 9.2388876e-19 - 1.2360347e+00 8.7991158e-19 5.1978668e-18 8.6756851e-19 - 1.2398366e+00 8.2678900e-19 5.0578918e-18 8.1595930e-19 - 1.2436502e+00 7.7454587e-19 4.9232853e-18 7.6513500e-19 - 1.2474755e+00 7.3032238e-19 4.7937640e-18 7.2199171e-19 - 1.2513125e+00 6.8982517e-19 4.6690818e-18 6.8241746e-19 - 1.2551614e+00 6.5000729e-19 4.5490209e-18 6.4347148e-19 - 1.2590221e+00 6.1631392e-19 4.4333728e-18 6.1044352e-19 - 1.2628946e+00 5.8548471e-19 4.3219380e-18 5.8018524e-19 - 1.2667791e+00 5.5517222e-19 4.2145003e-18 5.5041719e-19 - 1.2706756e+00 5.3122678e-19 4.1108873e-18 5.2684611e-19 - 1.2745840e+00 5.1391702e-19 4.0109533e-18 5.0974980e-19 - 1.2785044e+00 4.9663404e-19 3.9145591e-18 4.9268484e-19 - 1.2824369e+00 4.8332806e-19 3.8215926e-18 4.7950831e-19 - 1.2863815e+00 4.7176196e-19 3.7318578e-18 4.6803701e-19 - 1.2903382e+00 4.6021294e-19 3.6451277e-18 4.5658828e-19 - 1.2943071e+00 4.5274651e-19 3.5611888e-18 4.4913141e-19 - 1.2982882e+00 4.4707630e-19 3.4800554e-18 4.4343206e-19 - 1.3022816e+00 4.4141198e-19 3.4015928e-18 4.3774174e-19 - 1.3062872e+00 4.4085888e-19 3.3254536e-18 4.3703514e-19 - 1.3103052e+00 4.4256604e-19 3.2513122e-18 4.3852212e-19 - 1.3143355e+00 4.4426340e-19 3.1790094e-18 4.3998774e-19 - 1.3183782e+00 4.5438174e-19 3.1086265e-18 4.4960421e-19 - 1.3224333e+00 4.6824683e-19 3.0401973e-18 4.6278991e-19 - 1.3265010e+00 4.8207383e-19 2.9737506e-18 4.7586167e-19 - 1.3305811e+00 5.1584494e-19 2.9091915e-18 5.0792200e-19 - 1.3346738e+00 5.5791114e-19 2.8463980e-18 5.4749336e-19 - 1.3387790e+00 5.9970447e-19 2.7854324e-18 5.8627033e-19 - 1.3428969e+00 7.3771911e-19 2.7263526e-18 7.1210995e-19 - 1.3470275e+00 9.1880787e-19 2.6691378e-18 8.6877495e-19 - 1.3511708e+00 1.0987428e-18 2.6136391e-18 1.0128808e-18 - 1.3553268e+00 1.4963826e-18 2.5597915e-18 1.2918467e-18 - 1.3594956e+00 1.9920455e-18 2.5075348e-18 1.5597598e-18 - 1.3636772e+00 2.4844614e-18 2.4568128e-18 1.7469222e-18 - 1.3678716e+00 2.1360576e-18 2.4075679e-18 1.5978278e-18 - 1.3720790e+00 1.4013640e-18 2.3597366e-18 1.2049089e-18 - 1.3762993e+00 6.7145075e-19 2.3132575e-18 6.4483565e-19 - 1.3805326e+00 3.8405598e-19 2.2680758e-18 3.7866560e-19 - 1.3847790e+00 3.0344346e-19 2.2241514e-18 3.0065822e-19 - 1.3890384e+00 2.2336660e-19 2.1814380e-18 2.2220477e-19 - 1.3933108e+00 1.7798846e-19 2.1398905e-18 1.7737594e-19 - 1.3975965e+00 1.4910954e-19 2.0994656e-18 1.4873489e-19 - 1.4018953e+00 1.2038518e-19 2.0601246e-18 1.2018016e-19 - 1.4062073e+00 1.0159267e-19 2.0218325e-18 1.0146466e-19 - 1.4105326e+00 8.7565594e-20 1.9845556e-18 8.7480478e-20 - 1.4148712e+00 7.3615622e-20 1.9482598e-18 7.3563127e-20 - 1.4192231e+00 6.3765484e-20 1.9129085e-18 6.3730086e-20 - 1.4235885e+00 5.5906378e-20 1.8784735e-18 5.5881635e-20 - 1.4279672e+00 4.8091708e-20 1.8449288e-18 4.8075377e-20 - 1.4323594e+00 4.2306449e-20 1.8122475e-18 4.2294925e-20 - 1.4367652e+00 3.7518368e-20 1.7803953e-18 3.7510040e-20 - 1.4411845e+00 3.2758170e-20 1.7493489e-18 3.2752428e-20 - 1.4456173e+00 2.9118917e-20 1.7190877e-18 2.9114741e-20 - 1.4500639e+00 2.6036792e-20 1.6895905e-18 2.6033701e-20 - 1.4545241e+00 2.2973177e-20 1.6608254e-18 2.2970980e-20 - 1.4589980e+00 2.0566034e-20 1.6327727e-18 2.0564403e-20 - 1.4634856e+00 1.8472156e-20 1.6054159e-18 1.8470933e-20 - 1.4679871e+00 1.6397832e-20 1.5787382e-18 1.6396948e-20 - 1.4725024e+00 1.4745030e-20 1.5527106e-18 1.4744365e-20 - 1.4770316e+00 1.3308078e-20 1.5273154e-18 1.3307572e-20 - 1.4815748e+00 1.1885016e-20 1.5025398e-18 1.1884645e-20 - 1.4861319e+00 1.0735231e-20 1.4783706e-18 1.0734948e-20 - 1.4907030e+00 9.7270515e-21 1.4547813e-18 9.7268340e-21 - 1.4952882e+00 8.7289812e-21 1.4317556e-18 8.7288190e-21 - 1.4998875e+00 7.9134345e-21 1.4092838e-18 7.9133097e-21 - 1.5045009e+00 7.1935821e-21 1.3873558e-18 7.1934854e-21 - 1.5091286e+00 6.4812372e-21 1.3659474e-18 6.4811642e-21 - 1.5137704e+00 5.8937125e-21 1.3450435e-18 5.8936559e-21 - 1.5184266e+00 5.3723964e-21 1.3246364e-18 5.3723522e-21 - 1.5230970e+00 4.8567552e-21 1.3047188e-18 4.8567215e-21 - 1.5277819e+00 4.4274523e-21 1.2852693e-18 4.4274260e-21 - 1.5324811e+00 4.0434919e-21 1.2662726e-18 4.0434712e-21 - 1.5371948e+00 3.6642483e-21 1.2477234e-18 3.6642325e-21 - 1.5419230e+00 3.3468728e-21 1.2296166e-18 3.3468604e-21 - 1.5466657e+00 3.0631854e-21 1.2119333e-18 3.0631756e-21 - 1.5514231e+00 2.7831764e-21 1.1946580e-18 2.7831688e-21 - 1.5561950e+00 2.5475030e-21 1.1777873e-18 2.5474971e-21 - 1.5609817e+00 2.3362684e-21 1.1613179e-18 2.3362636e-21 - 1.5657830e+00 2.1279491e-21 1.1452338e-18 2.1279455e-21 - 1.5705991e+00 1.9517516e-21 1.1295184e-18 1.9517487e-21 - 1.5754301e+00 1.7934858e-21 1.1141702e-18 1.7934835e-21 - 1.5802759e+00 1.6375709e-21 1.0991875e-18 1.6375691e-21 - 1.5851366e+00 1.5051442e-21 1.0845572e-18 1.5051428e-21 - 1.5900122e+00 1.3860051e-21 1.0702614e-18 1.3860039e-21 - 1.5949029e+00 1.2687970e-21 1.0563000e-18 1.2687961e-21 - 1.5998086e+00 1.1696518e-21 1.0426731e-18 1.1696510e-21 - 1.6047294e+00 1.0819543e-21 1.0293702e-18 1.0819537e-21 - 1.6096653e+00 9.9549897e-22 1.0163719e-18 9.9549849e-22 - 1.6146164e+00 9.2158906e-22 1.0036796e-18 9.2158867e-22 - 1.6195827e+00 8.5489402e-22 9.9129469e-19 8.5489370e-22 - 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cosmic_explorer_20km_pm_strain.txt is the 20 km detector tuned for post-merger signals -* cosmic_explorer_40km_lf_strain.txt is the 40 km detector tuned for low-freqency signals - -See -https://arxiv.org/abs/2201.10668 -or -https://arxiv.org/abs/2109.09882 -for more information about the different detectors and tunings. - -Curves are calculated for a source 15 degrees off of normal incidence. - -See ce_displacement.zip for displacement ASDs. diff --git a/test/psds/ce_strain/cosmic_explorer_20km_pm_strain.txt b/test/psds/ce_strain/cosmic_explorer_20km_pm_strain.txt deleted file mode 100644 index 34b315ca..00000000 --- a/test/psds/ce_strain/cosmic_explorer_20km_pm_strain.txt +++ /dev/null @@ -1,1000 +0,0 @@ -5.000000000000000888e+00 1.450970107550492695e-23 -5.034693157380139006e+00 1.403805636247768403e-23 -5.069627037794075974e+00 1.358992718098453960e-23 -5.104803311530234922e+00 1.316362659375083207e-23 -5.140223660466546995e+00 1.275760854280472498e-23 -5.175889778150882137e+00 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-1,33 +0,0 @@ -from ripple import lambdas_to_lambda_tildes, lambda_tildes_to_lambdas -import jax.numpy as jnp -import numpy as np - -def test_conversion(N: int = 1000, m_l : float = 0.5, m_u : float = 3.0, lambda_l : float = 0, lambda_u : float = 5000): - - # Generate random lambda and delta lambda tilde pairs - og_lambda1 = np.random.uniform(low = lambda_l, high = lambda_u, size = N) - og_lambda2 = np.random.uniform(low = lambda_l, high = lambda_u, size = N) - - # Generate random masses - m1 = np.random.uniform(low = m_l, high = m_u, size = N) - m2 = np.random.uniform(low = m_l, high = m_u, size = N) - - # Convert lambdas to lambda tildes - lambda_tilde, delta_lambda_tilde = lambdas_to_lambda_tildes(jnp.array([og_lambda1, og_lambda2, m1, m2])) - # Convert back to lambdas - lambda_1, lambda_2 = lambda_tildes_to_lambdas(jnp.array([lambda_tilde, delta_lambda_tilde, m1, m2])) - - lambda_1, lambda_2 = np.asarray(lambda_1), np.asarray(lambda_2) - - # # Check that the conversion is accurate - # assert np.allclose(lambda_1, og_lambda1) - # assert np.allclose(lambda_2, og_lambda2) - - mse = np.mean((lambda_1 - og_lambda1)**2 + (lambda_2 - og_lambda2)**2) - - print(f"Mean squared error: {mse}") - - return None - -if __name__ == "__main__": - test_conversion() \ No newline at end of file diff --git a/tests/__init__.py b/tests/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/tests/conftest.py b/tests/conftest.py new file mode 100644 index 00000000..de8a41ba --- /dev/null +++ b/tests/conftest.py @@ -0,0 +1,40 @@ +"""Shared pytest fixtures for ripple tests. + +This module provides fixtures for common test setup, including default +frequency grid parameters. +""" + +import pytest + +from tests.utils import get_freqs + + +@pytest.fixture +def default_freq_params(): + """Default frequency grid parameters for testing. + + Returns: + Dictionary with keys: f_l, f_u, f_sampling, T, f_ref. + """ + return { + "f_l": 20.0, + "f_u": 1024.0, + "f_sampling": 2048.0, + "T": 16.0, + "f_ref": 20.0, + } + + +@pytest.fixture +def freq_grid(default_freq_params): + """Frequency grid constructed from default parameters. + + Returns: + Frequency array (jax.numpy.ndarray). + """ + return get_freqs( + default_freq_params["f_l"], + default_freq_params["f_u"], + default_freq_params["f_sampling"], + default_freq_params["T"], + ) diff --git a/tests/cross_validation/.gitignore b/tests/cross_validation/.gitignore new file mode 100644 index 00000000..fcc22ad9 --- /dev/null +++ b/tests/cross_validation/.gitignore @@ -0,0 +1,2 @@ +figures/ +results/ diff --git a/tests/cross_validation/conftest.py b/tests/cross_validation/conftest.py new file mode 100644 index 00000000..c3b2964a --- /dev/null +++ b/tests/cross_validation/conftest.py @@ -0,0 +1,168 @@ +"""Cross-validation test configuration and session summary. + +This conftest collects per-waveform mismatch statistics from all +test_waveform_mismatch runs and prints a formatted summary at the end of the +session, including hardware information and pass/fail status per waveform. +""" + +import json +import platform +from datetime import datetime +from pathlib import Path + +import jax +import pytest + + +# --------------------------------------------------------------------------- +# Session-level results store +# --------------------------------------------------------------------------- + + +def pytest_configure(config): + """Attach a shared results store to the pytest config object.""" + config._cross_val_results = [] + + +def pytest_addoption(parser): + """Register --n-samples CLI option.""" + parser.addoption( + "--n-samples", + type=int, + default=10, + help="Number of random parameter sets per waveform (default: 10; use 200 for a full run)", + ) + + +@pytest.fixture(scope="session") +def n_samples(request): + """Number of random samples to test per waveform (set via --n-samples).""" + return request.config.getoption("--n-samples") + + +@pytest.fixture(scope="session") +def cross_val_results(request): + """Session-scoped list that accumulates per-waveform result dicts. + + Each entry has the shape:: + + { + "waveform": str, + "n_samples": int, + "n_finite": int, + "n_failed": int, + "mean": float, + "median": float, + "min": float, + "max": float, + "threshold": float, + "passed": bool, + } + """ + return request.config._cross_val_results + + +# --------------------------------------------------------------------------- +# Terminal summary hook +# --------------------------------------------------------------------------- + + +def _hardware_info() -> dict: + """Collect hardware / runtime information.""" + import jax.numpy as jnp + + devices = jax.devices() + device_strs = [str(d) for d in devices] + + x64_enabled = bool(jax.config.jax_enable_x64) + # Confirm the actual floating-point dtype in use + float_dtype = str(jnp.zeros(1).dtype) # "float64" or "float32" + + return { + "host": platform.node(), + "os": f"{platform.system()} {platform.release()}", + "cpu": platform.processor() or platform.machine(), + "python": platform.python_version(), + "jax_devices": device_strs, + "jax_version": jax.__version__, + "float_dtype": float_dtype, + "x64_enabled": x64_enabled, + "timestamp": datetime.now().strftime("%Y-%m-%d %H:%M:%S"), + } + + +def pytest_terminal_summary(terminalreporter, exitstatus, config): + """Print a cross-validation summary table after all tests finish.""" + results = getattr(config, "_cross_val_results", []) + if not results: + return + + hw = _hardware_info() + + # ---- header ----------------------------------------------------------- + terminalreporter.write_sep("=", "Cross-Validation Summary") + + # ---- hardware block --------------------------------------------------- + terminalreporter.write_line("Hardware / Runtime") + terminalreporter.write_line(f" Host : {hw['host']}") + terminalreporter.write_line(f" OS : {hw['os']}") + terminalreporter.write_line(f" CPU : {hw['cpu']}") + terminalreporter.write_line(f" Python : {hw['python']}") + terminalreporter.write_line(f" JAX : {hw['jax_version']}") + terminalreporter.write_line(f" Devices : {', '.join(hw['jax_devices'])}") + terminalreporter.write_line( + f" Precision : {hw['float_dtype']} (x64_enabled={hw['x64_enabled']})" + ) + terminalreporter.write_line(f" Timestamp : {hw['timestamp']}") + terminalreporter.write_line("") + + # ---- results table ---------------------------------------------------- + col_w = 26 + num_w = 12 + header = ( + f"{'Waveform':<{col_w}}" + f"{'Samples':>{num_w}}" + f"{'Failed':>{num_w}}" + f"{'Mean':>{num_w}}" + f"{'Median':>{num_w}}" + f"{'Max':>{num_w}}" + f"{'Threshold':>{num_w}}" + f"{'Status':>{10}}" + ) + terminalreporter.write_line(header) + terminalreporter.write_line("-" * (col_w + num_w * 6 + 10)) + + all_passed = True + for r in results: + status = "PASS" if r["passed"] else "FAIL" + if not r["passed"]: + all_passed = False + + row = ( + f"{r['waveform']:<{col_w}}" + f"{r['n_samples']:>{num_w}}" + f"{r['n_failed']:>{num_w}}" + f"{r['mean']:>{num_w}.2e}" + f"{r['median']:>{num_w}.2e}" + f"{r['max']:>{num_w}.2e}" + f"{r['threshold']:>{num_w}.2e}" + f"{status:>{10}}" + ) + terminalreporter.write_line(row) + + terminalreporter.write_line("-" * (col_w + num_w * 6 + 10)) + overall = "ALL PASSED" if all_passed else "SOME FAILED" + terminalreporter.write_line(f"Overall: {overall}") + terminalreporter.write_sep("=", "") + + # ---- persist metadata to disk ---------------------------------------- + results_dir = Path(__file__).parent / "results" + results_dir.mkdir(exist_ok=True) + metadata = { + "hardware": hw, + "waveforms": results, + } + metadata_file = results_dir / "metadata.json" + with open(metadata_file, "w") as f: + json.dump(metadata, f, indent=2) + terminalreporter.write_line(f"Metadata saved to: {metadata_file}") diff --git a/tests/cross_validation/test_lal_mismatch.py b/tests/cross_validation/test_lal_mismatch.py new file mode 100644 index 00000000..28aa21be --- /dev/null +++ b/tests/cross_validation/test_lal_mismatch.py @@ -0,0 +1,544 @@ +"""Cross-validation tests comparing ripple waveforms against LALSuite. + +These tests compute noise-weighted mismatches between ripple and LALSuite +waveforms over randomly sampled parameter sets. They verify that ripple +achieves machine-precision agreement with LAL. + +Nyquist Boundary Handling: + LAL's behavior at the Nyquist frequency boundary is inconsistent - it + sometimes zeros 1 bin, sometimes 2 bins depending on the waveform parameters. + To ensure a fair comparison, we apply the same Nyquist mask (zeroing the + last 2 frequency bins) to both LAL and ripple waveforms before computing + the match. +""" + +import jax +import jax.numpy as jnp +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd +import pytest +from pathlib import Path + +from ripplegw.conversions import ms_to_Mc_eta, lambdas_to_lambda_tildes +from tests.utils import ( + check_lal_available, + check_is_tidal, + check_is_precessing, + get_freqs, + get_jitted_waveform, + get_lal_waveform, + get_nyquist_mask, + compute_match, + generate_random_params, + LAL_AVAILABLE, +) + +jax.config.update("jax_enable_x64", True) + +# Skip all tests if LALSuite is not available +pytestmark = pytest.mark.skipif( + not LAL_AVAILABLE, + reason="LALSuite required for cross-validation tests", +) + + +# ============================================================================ +# Test configuration +# ============================================================================ + +# Default parameter bounds for random sampling +DEFAULT_BOUNDS = { + "m": [0.5, 3.0], # Masses (solar masses) - BNS range + "chi": [-0.05, 0.05], # Aligned spins (BNS physical range; both signs tested) + "lambda": [0.0, 5000.0], # Tidal parameters + "d_L": [30.0, 500.0], # Distance (Mpc) +} + +BBH_BOUNDS = { + "m": [5.0, 100.0], # Masses (solar masses) - BBH range + "chi": [-0.99, 0.99], # Spins + "lambda": [0.0, 0.0], # No tidal + "d_L": [100.0, 3000.0], # Distance (Mpc) +} + +# Maximum number of random samples when running the full suite +N_SAMPLES_FULL = 200 + +# Per-waveform mismatch thresholds. +# These represent expected float64 agreement between the ripple and LAL +# implementations; simpler/more-analytical waveforms achieve near-machine +# precision while complex NR-calibrated ones accumulate more rounding error. +MISMATCH_THRESHOLDS = { + "IMRPhenomD": 1e-5, # observed max ~1e-7 over 10 samples + "IMRPhenomXAS": 1e-12, # near machine precision (~3e-14) + "IMRPhenomD_NRTidalv2": 1e-9, # observed max ~6e-11 + "IMRPhenomXAS_NRTidalv3": 1e-7, # observed max ~6e-9 + "TaylorF2": 1e-14, # at float64 machine epsilon (~3e-16) + "IMRPhenomPv2": 1e-4, # observed max ~2e-6 + "IMRPhenomXPHM": 1e-3, # active development (PR #95); expected to exceed +} +DEFAULT_MISMATCH_THRESHOLD = 1e-5 # fallback for unknown waveforms + + +def get_mismatch_threshold(waveform_name: str) -> float: + """Return the per-waveform mismatch threshold.""" + return MISMATCH_THRESHOLDS.get(waveform_name, DEFAULT_MISMATCH_THRESHOLD) + + +# ============================================================================ +# Helper functions +# ============================================================================ + + +def compute_ripple_lal_mismatch( + waveform_name: str, + theta_lal: np.ndarray, + fs: jnp.ndarray, + f_l: float, + f_u: float, + df: float, + f_ref: float, + psd: np.ndarray, + psd_freqs: np.ndarray, +) -> tuple[float, float]: + """Compute mismatch between ripple and LAL waveforms. + + Args: + waveform_name: Name of the waveform. + theta_lal: Parameter array in LAL format. + fs: Ripple frequency array. + f_l: Lower frequency. + f_u: Upper frequency. + df: Frequency spacing. + f_ref: Reference frequency. + psd: PSD values. + psd_freqs: PSD frequencies. + + Returns: + Tuple (mismatch_hp, mismatch_hc) where each is 1 - match for the + respective polarization. For aligned-spin waveforms hc = i*hp in the + frequency domain, so both should agree. For precessing waveforms the + two polarizations are independent and both are tested. + """ + is_tidal = check_is_tidal(waveform_name) + is_precessing = check_is_precessing(waveform_name) + + # Generate LAL waveform (both polarizations) + hp_lal, hc_lal = get_lal_waveform( + theta_lal, waveform_name, f_l, f_u, df, f_ref, is_tidal, is_precessing + ) + + # Convert parameters to ripple format + if is_precessing: + # Precessing: theta_lal = [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist, tc, phic, inc] + # Ripple precessing waveforms (IMRPhenomPv2, IMRPhenomXPHM) expect: + # [Mc, eta, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phiRef, incl] + m1 = theta_lal[0] + m2 = theta_lal[1] + Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) + s1x = theta_lal[2] + s1y = theta_lal[3] + s1z = theta_lal[4] + s2x = theta_lal[5] + s2y = theta_lal[6] + s2z = theta_lal[7] + dist_mpc = theta_lal[8] + tc = theta_lal[9] + phic = theta_lal[10] + inclination = theta_lal[11] + theta_ripple = jnp.array( + [Mc, eta, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phic, inclination] + ) + else: + m1 = theta_lal[0] + m2 = theta_lal[1] + Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) + + if is_tidal: + s1z = theta_lal[2] + s2z = theta_lal[3] + l1 = theta_lal[4] + l2 = theta_lal[5] + lambda_tilde, delta_lambda_tilde = lambdas_to_lambda_tildes( + jnp.array([l1, l2, m1, m2]) + ) + dist_mpc = theta_lal[6] + tc = theta_lal[7] + phic = theta_lal[8] + inclination = theta_lal[9] + theta_ripple = jnp.array( + [ + Mc, + eta, + s1z, + s2z, + lambda_tilde, + delta_lambda_tilde, + dist_mpc, + tc, + phic, + inclination, + ] + ) + else: + s1z = theta_lal[2] + s2z = theta_lal[3] + dist_mpc = theta_lal[4] + tc = theta_lal[5] + phic = theta_lal[6] + inclination = theta_lal[7] + theta_ripple = jnp.array( + [Mc, eta, s1z, s2z, dist_mpc, tc, phic, inclination] + ) + + # Generate ripple waveform (both polarizations) + waveform = get_jitted_waveform(waveform_name, fs, f_ref) + hp_ripple, hc_ripple = waveform(theta_ripple) + + # Apply Nyquist mask to all waveforms + nyquist_mask = get_nyquist_mask(fs) + hp_lal_masked = jnp.array(hp_lal) * nyquist_mask + hc_lal_masked = jnp.array(hc_lal) * nyquist_mask + hp_ripple_masked = hp_ripple * nyquist_mask + hc_ripple_masked = hc_ripple * nyquist_mask + + # Interpolate PSD to ripple frequency grid + psd_interp = jnp.interp(fs, psd_freqs, psd) + + # Compute match for both polarizations + match_hp = compute_match(hp_ripple_masked, hp_lal_masked, psd_interp, fs) + match_hc = compute_match(hc_ripple_masked, hc_lal_masked, psd_interp, fs) + mismatch_hp = 1.0 - match_hp + mismatch_hc = 1.0 - match_hc + + return mismatch_hp, mismatch_hc + + +# ============================================================================ +# Test fixtures +# ============================================================================ + + +@pytest.fixture +def freq_params(): + """Default frequency parameters.""" + return { + "f_l": 20.0, + "f_u": 1024.0, + "f_sampling": 2048.0, + "T": 256.0, + "f_ref": 20.0, + } + + +@pytest.fixture +def psd_data(): + """Load aLIGO PSD for cross-validation. + + Source: bilby (https://github.com/bilby-dev/bilby) + Commit: 0985f75c664786e21cc4f662d4f12fe181b1a536 + """ + psd_path = Path(__file__).parent.parent / "psds" / "ET_D_psd.txt" + freqs, psd = np.loadtxt(psd_path, unpack=True) + return freqs, psd + + +# ============================================================================ +# Parametrized tests for all waveforms +# ============================================================================ + + +@pytest.mark.parametrize( + "waveform_name,bounds", + [ + ("IMRPhenomD", BBH_BOUNDS), + ("IMRPhenomXAS", BBH_BOUNDS), + ("IMRPhenomD_NRTidalv2", DEFAULT_BOUNDS), + ("IMRPhenomXAS_NRTidalv3", DEFAULT_BOUNDS), + ("TaylorF2", DEFAULT_BOUNDS), + ("IMRPhenomPv2", BBH_BOUNDS), + ("IMRPhenomXPHM", BBH_BOUNDS), + ], +) +def test_waveform_mismatch( + waveform_name, bounds, n_samples, freq_params, psd_data, cross_val_results +): + """Test that ripple waveforms match LALSuite to machine precision. + + This test generates random parameter sets, computes both LAL and ripple + waveforms, and verifies that the mismatch is below the threshold. + """ + check_lal_available() + + # Unpack parameters + f_l = freq_params["f_l"] + f_u = freq_params["f_u"] + f_sampling = freq_params["f_sampling"] + T = freq_params["T"] + f_ref = freq_params["f_ref"] + psd_freqs, psd = psd_data + + # Construct frequency grid + fs = get_freqs(f_l, f_u, f_sampling, T) + df = fs[1] - fs[0] + + # Generate random parameters + is_tidal = check_is_tidal(waveform_name) + is_precessing = check_is_precessing(waveform_name) + theta_batch = generate_random_params( + n_samples, bounds, is_tidal=is_tidal, is_precessing=is_precessing, seed=42 + ) + + # Compute mismatches for all samples + mismatches_hp = [] + mismatches_hc = [] + failed_params = [] + + for i, theta_lal in enumerate(theta_batch): + try: + mismatch_hp, mismatch_hc = compute_ripple_lal_mismatch( + waveform_name, theta_lal, fs, f_l, f_u, df, f_ref, psd, psd_freqs + ) + mismatches_hp.append(mismatch_hp) + mismatches_hc.append(mismatch_hc) + + # Check NaN/Inf + if not np.isfinite(mismatch_hp) or not np.isfinite(mismatch_hc): + failed_params.append((i, theta_lal, "NaN/Inf mismatch")) + + except Exception as e: + failed_params.append((i, theta_lal, str(e))) + mismatches_hp.append(np.nan) + mismatches_hc.append(np.nan) + + mismatches_hp = np.array(mismatches_hp) + mismatches_hc = np.array(mismatches_hc) + # Worst-case mismatch over both polarizations + mismatches = np.maximum(mismatches_hp, mismatches_hc) + finite_mismatches = mismatches[np.isfinite(mismatches)] + + n_nonfinite = mismatches.size - finite_mismatches.size + assert finite_mismatches.size > 0, ( + f"All {mismatches.size} per-sample mismatches are non-finite for {waveform_name}. " + f"Non-finite count: {n_nonfinite}. " + f"Sample mismatches (first 10): {mismatches[:10]}. " + f"Failed samples: {len(failed_params)}." + ) + + # Save results to CSV + results_dir = Path(__file__).parent / "results" + results_dir.mkdir(exist_ok=True) + results_file = results_dir / f"mismatch_{waveform_name}.csv" + + # Build dataframe + if is_tidal: + m1, m2 = theta_batch[:, 0], theta_batch[:, 1] + chi1z, chi2z = theta_batch[:, 2], theta_batch[:, 3] + lambda1, lambda2 = theta_batch[:, 4], theta_batch[:, 5] + df_data = { + "m1": m1, + "m2": m2, + "chi1z": chi1z, + "chi2z": chi2z, + "lambda1": lambda1, + "lambda2": lambda2, + "dist_mpc": theta_batch[:, 6], + "tc": theta_batch[:, 7], + "phi_ref": theta_batch[:, 8], + "inclination": theta_batch[:, 9], + "mismatch_hp": mismatches_hp, + "mismatch_hc": mismatches_hc, + "mismatch": mismatches, + } + elif is_precessing: + m1, m2 = theta_batch[:, 0], theta_batch[:, 1] + s1x, s1y, s1z = theta_batch[:, 2], theta_batch[:, 3], theta_batch[:, 4] + s2x, s2y, s2z = theta_batch[:, 5], theta_batch[:, 6], theta_batch[:, 7] + chi1z, chi2z = s1z, s2z + df_data = { + "m1": m1, + "m2": m2, + "s1x": s1x, + "s1y": s1y, + "s1z": s1z, + "s2x": s2x, + "s2y": s2y, + "s2z": s2z, + "chi1_mag": np.sqrt(s1x**2 + s1y**2 + s1z**2), + "chi2_mag": np.sqrt(s2x**2 + s2y**2 + s2z**2), + "dist_mpc": theta_batch[:, 8], + "tc": theta_batch[:, 9], + "phi_ref": theta_batch[:, 10], + "inclination": theta_batch[:, 11], + "mismatch_hp": mismatches_hp, + "mismatch_hc": mismatches_hc, + "mismatch": mismatches, + } + else: + m1, m2 = theta_batch[:, 0], theta_batch[:, 1] + chi1z, chi2z = theta_batch[:, 2], theta_batch[:, 3] + df_data = { + "m1": m1, + "m2": m2, + "chi1z": chi1z, + "chi2z": chi2z, + "dist_mpc": theta_batch[:, 4], + "tc": theta_batch[:, 5], + "phi_ref": theta_batch[:, 6], + "inclination": theta_batch[:, 7], + "mismatch_hp": mismatches_hp, + "mismatch_hc": mismatches_hc, + "mismatch": mismatches, + } + + df = pd.DataFrame(df_data) + # Derived columns + df["m_total"] = df["m1"] + df["m2"] + df["mass_ratio"] = np.minimum(df["m1"], df["m2"]) / np.maximum(df["m1"], df["m2"]) + if is_precessing: + df["chi_eff"] = (df["m1"] * df["s1z"] + df["m2"] * df["s2z"]) / df["m_total"] + else: + df["chi_eff"] = (df["m1"] * df["chi1z"] + df["m2"] * df["chi2z"]) / df[ + "m_total" + ] + df["log10_mismatch"] = np.log10(np.abs(df["mismatch"].clip(1e-30))) + df = df.sort_values(by="mismatch", ascending=False) + df.to_csv(results_file, index=False) + + # Print statistics + print(f"\n{waveform_name} Mismatch Statistics:") + print(f" Samples: {n_samples}") + print(f" Mean mismatch: {np.mean(finite_mismatches):.2e}") + print(f" Median mismatch: {np.median(finite_mismatches):.2e}") + print(f" Min mismatch: {np.min(finite_mismatches):.2e}") + print(f" Max mismatch: {np.max(finite_mismatches):.2e}") + print(f" Failed samples: {len(failed_params)}") + print(f" Results saved to: {results_file}") + + # Plot mismatch distribution + figures_dir = Path(__file__).parent / "figures" + figures_dir.mkdir(exist_ok=True) + + mismatch_threshold = get_mismatch_threshold(waveform_name) + log10_thresh = np.log10(mismatch_threshold) + log10_m = df["log10_mismatch"].values + finite_mask = np.isfinite(log10_m) + log10_m_finite = log10_m[finite_mask] + + fig, axes = plt.subplots(2, 2, figsize=(12, 9)) + fig.suptitle(f"{waveform_name}: ripple vs LAL mismatch", fontsize=13) + + # (0,0) - histogram + ax = axes[0, 0] + ax.hist(log10_m_finite, bins=30, edgecolor="black", alpha=0.8) + ax.axvline( + log10_thresh, + color="red", + linestyle="--", + label=f"threshold = {mismatch_threshold:.0e}", + ) + ax.set_xlabel(r"$\log_{10}$(mismatch)") + ax.set_ylabel("Count") + ax.set_title("Mismatch distribution") + ax.legend() + + # (0,1) - mass ratio vs total mass colored by mismatch + ax = axes[0, 1] + sc = ax.scatter( + df["m_total"][finite_mask], + df["mass_ratio"][finite_mask], + c=log10_m_finite, + cmap="viridis", + s=20, + alpha=0.8, + ) + ax.set_xlabel(r"$M_{\rm total}\;[M_\odot]$") + ax.set_ylabel(r"$q = m_2/m_1$") + ax.set_title(r"Mass plane (colour = $\log_{10}$ mismatch)") + fig.colorbar(sc, ax=ax, label=r"$\log_{10}$(mismatch)") + + # (1,0) - mismatch vs chi_eff / lambda_tilde / chi_mag + ax = axes[1, 0] + if is_tidal: + # Compute lambda_tilde from lambda1, lambda2, m1, m2 + eta = df["m1"] * df["m2"] / df["m_total"] ** 2 + x_vals = (8.0 / 13.0) * ( + (1 + 7 * eta - 31 * eta**2) * (df["lambda1"] + df["lambda2"]) + + (1 - 4 * eta) ** 0.5 + * (1 + 9 * eta - 11 * eta**2) + * (df["lambda1"] - df["lambda2"]) + ) + x_label = r"$\tilde{\Lambda}$" + elif is_precessing: + x_vals = df["chi1_mag"] + x_label = r"$|\chi_1|$" + else: + x_vals = df["chi_eff"] + x_label = r"$\chi_{\rm eff}$" + sc = ax.scatter( + x_vals[finite_mask], + df["inclination"][finite_mask], + c=log10_m_finite, + cmap="viridis", + s=20, + alpha=0.8, + ) + ax.set_xlabel(x_label) + ax.set_ylabel(r"Inclination [rad]") + ax.set_title(f"{x_label} vs inclination (colour = $\log_{{10}}$ mismatch)") + fig.colorbar(sc, ax=ax, label=r"$\log_{10}$(mismatch)") + + # (1,1) - 2D: m1 vs m2 colored by mismatch + ax = axes[1, 1] + sc = ax.scatter( + df["m1"][finite_mask], + df["m2"][finite_mask], + c=log10_m_finite, + cmap="plasma", + s=30, + alpha=0.9, + ) + ax.set_xlabel(r"$m_1\;[M_\odot]$") + ax.set_ylabel(r"$m_2\;[M_\odot]$") + ax.set_title(r"$m_1$ vs $m_2$ (colour = $\log_{10}$ mismatch)") + fig.colorbar(sc, ax=ax, label=r"$\log_{10}$(mismatch)") + + fig.tight_layout() + fig_file = figures_dir / f"mismatch_{waveform_name}.png" + fig.savefig(fig_file, dpi=150) + plt.close(fig) + print(f" Figure saved to: {fig_file}") + + # Assert that all mismatches are below threshold + max_mismatch = np.max(finite_mismatches) + mismatch_threshold = get_mismatch_threshold(waveform_name) + + if failed_params: + print("\nFailed parameters:") + for i, theta, error in failed_params[:5]: # Print first 5 failures + print(f" Sample {i}: {error}") + print(f" Params: {theta}") + + # Record stats for the session-level summary + cross_val_results.append( + { + "waveform": waveform_name, + "n_samples": n_samples, + "n_finite": len(finite_mismatches), + "n_failed": len(failed_params), + "mean": float(np.mean(finite_mismatches)), + "median": float(np.median(finite_mismatches)), + "min": float(np.min(finite_mismatches)), + "max": float(max_mismatch), + "threshold": mismatch_threshold, + "passed": bool( + len(failed_params) == 0 and max_mismatch < mismatch_threshold + ), + } + ) + + assert len(failed_params) == 0, f"{len(failed_params)}/{n_samples} samples failed" + assert max_mismatch < mismatch_threshold, ( + f"Max mismatch {max_mismatch:.2e} exceeds threshold {mismatch_threshold:.2e}" + ) diff --git a/tests/integration/test_waveform_calls.py b/tests/integration/test_waveform_calls.py new file mode 100644 index 00000000..aaf6bf8e --- /dev/null +++ b/tests/integration/test_waveform_calls.py @@ -0,0 +1,599 @@ +"""Integration tests for top-level waveform calling interface. + +These tests verify that all supported waveform models can be generated +successfully, produce valid outputs (finite, correct shape, complex-valued), +and work with JAX transformations (JIT, vmap, grad). + +These tests do NOT compare against LALSuite - that's done in cross_validation/. +""" + +import jax +import jax.numpy as jnp +import pytest + +from ripplegw.conversions import ms_to_Mc_eta, lambdas_to_lambda_tildes + +jax.config.update("jax_enable_x64", True) + + +# ============================================================================ +# Test parameters for each waveform type +# ============================================================================ + + +@pytest.fixture +def bbh_aligned_params(): + """Fixed parameter set for aligned-spin BBH waveforms.""" + m1, m2 = 30.0, 25.0 + Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) + chi1, chi2 = 0.5, -0.3 + dist_mpc = 400.0 + tc = 0.0 + phic = 0.5 + inclination = 0.8 + return jnp.array([Mc, eta, chi1, chi2, dist_mpc, tc, phic, inclination]) + + +@pytest.fixture +def bns_tidal_params(): + """Fixed parameter set for BNS waveforms with tidal effects.""" + m1, m2 = 1.4, 1.3 + Mc, eta = ms_to_Mc_eta(jnp.array([m1, m2])) + chi1, chi2 = 0.05, -0.02 + lambda1, lambda2 = 500.0, 400.0 + lambda_tilde, delta_lambda_tilde = lambdas_to_lambda_tildes( + jnp.array([lambda1, lambda2, m1, m2]) + ) + dist_mpc = 100.0 + tc = 0.0 + phic = 0.5 + inclination = 0.8 + return jnp.array( + [ + Mc, + eta, + chi1, + chi2, + lambda_tilde, + delta_lambda_tilde, + dist_mpc, + tc, + phic, + inclination, + ] + ) + + +@pytest.fixture +def bbh_precessing_params(): + """Fixed parameter set for precessing BBH waveforms (IMRPhenomPv2).""" + m1, m2 = 30.0, 25.0 + # Spin parameters: s1x, s1y, s1z, s2x, s2y, s2z + s1x, s1y, s1z = 0.1, 0.2, 0.3 + s2x, s2y, s2z = -0.1, 0.15, -0.2 + dist_mpc = 400.0 + tc = 0.0 + phic = 0.5 + inclination = 0.8 + # IMRPhenomPv2 expects: [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phiRef, incl] + return jnp.array( + [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phic, inclination] + ) + + +@pytest.fixture +def bbh_xphm_params(): + """Fixed parameter set for IMRPhenomXPHM (precessing multi-mode BBH).""" + m1, m2 = 50.0, 30.0 + s1x, s1y, s1z = 0.2, 0.1, -0.3 + s2x, s2y, s2z = -0.1, 0.3, 0.1 + dist_mpc = 500.0 + inclination = 0.8 + phi0 = 0.5 + # generate_xphm expects: (m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0, fs, f_ref) + return m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0 + + +@pytest.fixture +def sinegaussian_params(): + """Fixed parameter set for SineGaussian burst waveforms.""" + quality = 10.0 + frequency = 100.0 + hrss = 1e-21 + phase = 0.5 + eccentricity = 0.3 + return jnp.array([quality, frequency, hrss, phase, eccentricity]) + + +@pytest.fixture +def test_time_grid(): + """Time grid for time-domain waveforms (SineGaussian).""" + fs_sampling = 4096.0 # Sample rate + duration = 1.0 # Duration in seconds + t = jnp.arange(-duration / 2, duration / 2, 1 / fs_sampling) + return t + + +@pytest.fixture +def test_freq_grid(): + """Frequency grid for testing.""" + f_l = 20.0 + f_u = 1024.0 + f_sampling = 2048.0 + T = 16.0 + delta_t = 1 / f_sampling + tlen = int(round(T / delta_t)) + freqs = jnp.fft.rfftfreq(tlen, delta_t) + fs = freqs[(freqs > f_l) & (freqs < f_u)] + return fs + + +# ============================================================================ +# Helper functions +# ============================================================================ + + +def assert_waveform_valid(hp, hc, fs): + """Assert that a waveform output is valid. + + Checks: + - Output shape matches frequency grid + - All values are finite (no NaN/Inf) + - Output is complex-valued + """ + assert hp.shape == fs.shape, f"hp shape {hp.shape} != fs shape {fs.shape}" + assert hc.shape == fs.shape, f"hc shape {hc.shape} != fs shape {fs.shape}" + assert jnp.all(jnp.isfinite(hp)), "hp contains NaN or Inf" + assert jnp.all(jnp.isfinite(hc)), "hc contains NaN or Inf" + assert jnp.iscomplexobj(hp), "hp is not complex-valued" + assert jnp.iscomplexobj(hc), "hc is not complex-valued" + + +# ============================================================================ +# Test IMRPhenomD (aligned-spin BBH) +# ============================================================================ + + +def test_imrphenomd_basic(test_freq_grid, bbh_aligned_params): + """Test IMRPhenomD waveform generation.""" + from ripplegw.waveforms.IMRPhenomD import gen_IMRPhenomD_hphc + + fs = test_freq_grid + f_ref = 20.0 + hp, hc = gen_IMRPhenomD_hphc(fs, bbh_aligned_params, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomd_jit(test_freq_grid, bbh_aligned_params): + """Test that IMRPhenomD works with JIT compilation.""" + from ripplegw.waveforms.IMRPhenomD import gen_IMRPhenomD_hphc + + fs = test_freq_grid + f_ref = 20.0 + + @jax.jit + def waveform_jitted(theta): + return gen_IMRPhenomD_hphc(fs, theta, f_ref) + + hp, hc = waveform_jitted(bbh_aligned_params) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomd_vmap(test_freq_grid, bbh_aligned_params): + """Test that IMRPhenomD works with vmap.""" + from ripplegw.waveforms.IMRPhenomD import gen_IMRPhenomD_hphc + + fs = test_freq_grid + f_ref = 20.0 + + # Create a batch of parameters + batch_size = 5 + theta_batch = jnp.tile(bbh_aligned_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap(lambda theta: gen_IMRPhenomD_hphc(fs, theta, f_ref)) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +def test_imrphenomd_grad(test_freq_grid, bbh_aligned_params): + """Test that IMRPhenomD is differentiable.""" + from ripplegw.waveforms.IMRPhenomD import gen_IMRPhenomD_hphc + + fs = test_freq_grid + f_ref = 20.0 + + def waveform_real(theta): + hp, _ = gen_IMRPhenomD_hphc(fs, theta, f_ref) + return jnp.sum(jnp.abs(hp) ** 2) + + # Just check that gradient computation doesn't error + grad_fn = jax.grad(waveform_real) + grad = grad_fn(bbh_aligned_params) + assert grad.shape == bbh_aligned_params.shape + assert jnp.all(jnp.isfinite(grad)) + + +# ============================================================================ +# Test IMRPhenomXAS (aligned-spin BBH) +# ============================================================================ + + +def test_imrphenomxas_basic(test_freq_grid, bbh_aligned_params): + """Test IMRPhenomXAS waveform generation.""" + from ripplegw.waveforms.IMRPhenomXAS import gen_IMRPhenomXAS_hphc + + fs = test_freq_grid + f_ref = 20.0 + hp, hc = gen_IMRPhenomXAS_hphc(fs, bbh_aligned_params, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomxas_jit(test_freq_grid, bbh_aligned_params): + """Test that IMRPhenomXAS works with JIT compilation.""" + from ripplegw.waveforms.IMRPhenomXAS import gen_IMRPhenomXAS_hphc + + fs = test_freq_grid + f_ref = 20.0 + + @jax.jit + def waveform_jitted(theta): + return gen_IMRPhenomXAS_hphc(fs, theta, f_ref) + + hp, hc = waveform_jitted(bbh_aligned_params) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomxas_vmap(test_freq_grid, bbh_aligned_params): + """Test that IMRPhenomXAS works with vmap.""" + from ripplegw.waveforms.IMRPhenomXAS import gen_IMRPhenomXAS_hphc + + fs = test_freq_grid + f_ref = 20.0 + + batch_size = 5 + theta_batch = jnp.tile(bbh_aligned_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap(lambda theta: gen_IMRPhenomXAS_hphc(fs, theta, f_ref)) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +# ============================================================================ +# Test IMRPhenomPv2 (precessing BBH) +# ============================================================================ + + +def test_imrphenompv2_basic(test_freq_grid, bbh_precessing_params): + """Test IMRPhenomPv2 waveform generation.""" + from ripplegw.waveforms.IMRPhenomPv2 import gen_IMRPhenomPv2 + + fs = test_freq_grid + f_ref = 20.0 + hp, hc = gen_IMRPhenomPv2(fs, bbh_precessing_params, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenompv2_jit(test_freq_grid, bbh_precessing_params): + """Test that IMRPhenomPv2 works with JIT compilation.""" + from ripplegw.waveforms.IMRPhenomPv2 import gen_IMRPhenomPv2 + + fs = test_freq_grid + f_ref = 20.0 + + @jax.jit + def waveform_jitted(theta): + return gen_IMRPhenomPv2(fs, theta, f_ref) + + hp, hc = waveform_jitted(bbh_precessing_params) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenompv2_vmap(test_freq_grid, bbh_precessing_params): + """Test that IMRPhenomPv2 works with vmap.""" + from ripplegw.waveforms.IMRPhenomPv2 import gen_IMRPhenomPv2 + + fs = test_freq_grid + f_ref = 20.0 + + batch_size = 5 + theta_batch = jnp.tile(bbh_precessing_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap(lambda theta: gen_IMRPhenomPv2(fs, theta, f_ref)) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +# ============================================================================ +# Test IMRPhenomD_NRTidalv2 (BNS with tidal) +# ============================================================================ + + +def test_imrphenomd_nrtidalv2_basic(test_freq_grid, bns_tidal_params): + """Test IMRPhenomD_NRTidalv2 waveform generation.""" + from ripplegw.waveforms.IMRPhenomD_NRTidalv2 import gen_IMRPhenomD_NRTidalv2_hphc + + fs = test_freq_grid + f_ref = 20.0 + hp, hc = gen_IMRPhenomD_NRTidalv2_hphc(fs, bns_tidal_params, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomd_nrtidalv2_jit(test_freq_grid, bns_tidal_params): + """Test that IMRPhenomD_NRTidalv2 works with JIT compilation.""" + from ripplegw.waveforms.IMRPhenomD_NRTidalv2 import gen_IMRPhenomD_NRTidalv2_hphc + + fs = test_freq_grid + f_ref = 20.0 + + @jax.jit + def waveform_jitted(theta): + return gen_IMRPhenomD_NRTidalv2_hphc(fs, theta, f_ref) + + hp, hc = waveform_jitted(bns_tidal_params) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomd_nrtidalv2_vmap(test_freq_grid, bns_tidal_params): + """Test that IMRPhenomD_NRTidalv2 works with vmap.""" + from ripplegw.waveforms.IMRPhenomD_NRTidalv2 import gen_IMRPhenomD_NRTidalv2_hphc + + fs = test_freq_grid + f_ref = 20.0 + + batch_size = 5 + theta_batch = jnp.tile(bns_tidal_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap( + lambda theta: gen_IMRPhenomD_NRTidalv2_hphc(fs, theta, f_ref) + ) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +# ============================================================================ +# Test IMRPhenomXAS_NRTidalv3 (BNS with tidal) +# ============================================================================ + + +def test_imrphenomxas_nrtidalv3_basic(test_freq_grid, bns_tidal_params): + """Test IMRPhenomXAS_NRTidalv3 waveform generation.""" + from ripplegw.waveforms.IMRPhenomXAS_NRTidalv3 import ( + gen_IMRPhenomXAS_NRTidalv3_hphc, + ) + + fs = test_freq_grid + f_ref = 20.0 + hp, hc = gen_IMRPhenomXAS_NRTidalv3_hphc(fs, bns_tidal_params, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomxas_nrtidalv3_jit(test_freq_grid, bns_tidal_params): + """Test that IMRPhenomXAS_NRTidalv3 works with JIT compilation.""" + from ripplegw.waveforms.IMRPhenomXAS_NRTidalv3 import ( + gen_IMRPhenomXAS_NRTidalv3_hphc, + ) + + fs = test_freq_grid + f_ref = 20.0 + + @jax.jit + def waveform_jitted(theta): + return gen_IMRPhenomXAS_NRTidalv3_hphc(fs, theta, f_ref) + + hp, hc = waveform_jitted(bns_tidal_params) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomxas_nrtidalv3_vmap(test_freq_grid, bns_tidal_params): + """Test that IMRPhenomXAS_NRTidalv3 works with vmap.""" + from ripplegw.waveforms.IMRPhenomXAS_NRTidalv3 import ( + gen_IMRPhenomXAS_NRTidalv3_hphc, + ) + + fs = test_freq_grid + f_ref = 20.0 + + batch_size = 5 + theta_batch = jnp.tile(bns_tidal_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap( + lambda theta: gen_IMRPhenomXAS_NRTidalv3_hphc(fs, theta, f_ref) + ) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +# ============================================================================ +# Test TaylorF2 (PN inspiral with tidal) +# ============================================================================ + + +def test_taylorf2_basic(test_freq_grid, bns_tidal_params): + """Test TaylorF2 waveform generation.""" + from ripplegw.waveforms.TaylorF2 import gen_TaylorF2_hphc + + fs = test_freq_grid + f_ref = 20.0 + hp, hc = gen_TaylorF2_hphc(fs, bns_tidal_params, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_taylorf2_jit(test_freq_grid, bns_tidal_params): + """Test that TaylorF2 works with JIT compilation.""" + from ripplegw.waveforms.TaylorF2 import gen_TaylorF2_hphc + + fs = test_freq_grid + f_ref = 20.0 + + @jax.jit + def waveform_jitted(theta): + return gen_TaylorF2_hphc(fs, theta, f_ref) + + hp, hc = waveform_jitted(bns_tidal_params) + assert_waveform_valid(hp, hc, fs) + + +def test_taylorf2_vmap(test_freq_grid, bns_tidal_params): + """Test that TaylorF2 works with vmap.""" + from ripplegw.waveforms.TaylorF2 import gen_TaylorF2_hphc + + fs = test_freq_grid + f_ref = 20.0 + + batch_size = 5 + theta_batch = jnp.tile(bns_tidal_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap(lambda theta: gen_TaylorF2_hphc(fs, theta, f_ref)) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +# ============================================================================ +# Test IMRPhenomXPHM (precessing multi-mode BBH) +# ============================================================================ + + +def test_imrphenomxphm_basic(test_freq_grid, bbh_xphm_params): + """Test IMRPhenomXPHM waveform generation.""" + from ripplegw.waveforms.IMRPhenomXPHM import generate_xphm + + fs = test_freq_grid + f_ref = 20.0 + m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0 = bbh_xphm_params + hp, hc = generate_xphm(m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0, fs, f_ref) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomxphm_jit(test_freq_grid, bbh_xphm_params): + """Test that IMRPhenomXPHM works with JIT compilation.""" + from ripplegw.waveforms.IMRPhenomXPHM import generate_xphm + + fs = test_freq_grid + f_ref = 20.0 + m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0 = bbh_xphm_params + + @jax.jit + def waveform_jitted(m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0): + return generate_xphm(m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0, fs, f_ref) + + hp, hc = waveform_jitted(m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0) + assert_waveform_valid(hp, hc, fs) + + +def test_imrphenomxphm_vmap(test_freq_grid, bbh_xphm_params): + """Test that IMRPhenomXPHM works with vmap over a batch of parameters.""" + from ripplegw.waveforms.IMRPhenomXPHM import generate_xphm + + fs = test_freq_grid + f_ref = 20.0 + m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, inclination, phi0 = bbh_xphm_params + + batch_size = 3 + generate_xphm_batched = jax.vmap( + generate_xphm, + in_axes=(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, None, None), + ) + + hp_batch, hc_batch = generate_xphm_batched( + jnp.full(batch_size, m1), + jnp.full(batch_size, m2), + jnp.full(batch_size, s1x), + jnp.full(batch_size, s1y), + jnp.full(batch_size, s1z), + jnp.full(batch_size, s2x), + jnp.full(batch_size, s2y), + jnp.full(batch_size, s2z), + jnp.full(batch_size, dist_mpc), + jnp.full(batch_size, inclination), + jnp.full(batch_size, phi0), + fs, + f_ref, + ) + + assert hp_batch.shape == (batch_size, len(fs)) + assert hc_batch.shape == (batch_size, len(fs)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + + +# ============================================================================ +# SineGaussian tests (time-domain burst) +# ============================================================================ + + +def test_sinegaussian_basic(test_time_grid, sinegaussian_params): + """Test SineGaussian waveform generation (time-domain).""" + from ripplegw.waveforms.SineGaussian import gen_SineGaussian_hphc + + t = test_time_grid + hp, hc = gen_SineGaussian_hphc(t, sinegaussian_params) + + assert hp.shape == t.shape, f"hp shape {hp.shape} != t shape {t.shape}" + assert hc.shape == t.shape, f"hc shape {hc.shape} != t shape {t.shape}" + assert jnp.all(jnp.isfinite(hp)), "hp contains NaN or Inf" + assert jnp.all(jnp.isfinite(hc)), "hc contains NaN or Inf" + # SineGaussian returns real-valued waveforms (time-domain) + assert not jnp.iscomplexobj(hp), "hp should be real-valued for time-domain" + assert not jnp.iscomplexobj(hc), "hc should be real-valued for time-domain" + + +def test_sinegaussian_jit(test_time_grid, sinegaussian_params): + """Test that SineGaussian works with JIT compilation.""" + from ripplegw.waveforms.SineGaussian import gen_SineGaussian_hphc + + t = test_time_grid + + @jax.jit + def waveform_jitted(theta): + return gen_SineGaussian_hphc(t, theta) + + hp, hc = waveform_jitted(sinegaussian_params) + assert hp.shape == t.shape + assert hc.shape == t.shape + assert jnp.all(jnp.isfinite(hp)) + assert jnp.all(jnp.isfinite(hc)) + + +def test_sinegaussian_vmap(test_time_grid, sinegaussian_params): + """Test that SineGaussian works with vmap.""" + from ripplegw.waveforms.SineGaussian import gen_SineGaussian_hphc + + t = test_time_grid + + batch_size = 5 + theta_batch = jnp.tile(sinegaussian_params, (batch_size, 1)) + + waveform_vmapped = jax.vmap(lambda theta: gen_SineGaussian_hphc(t, theta)) + hp_batch, hc_batch = waveform_vmapped(theta_batch) + + assert hp_batch.shape == (batch_size, len(t)) + assert hc_batch.shape == (batch_size, len(t)) + assert jnp.all(jnp.isfinite(hp_batch)) + assert jnp.all(jnp.isfinite(hc_batch)) + # SineGaussian is time-domain, so output should be real + assert jnp.all(jnp.isreal(hp_batch)) + assert jnp.all(jnp.isreal(hc_batch)) diff --git a/tests/psds/ET_D_psd.txt 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--git a/tests/psds/README.md b/tests/psds/README.md new file mode 100644 index 00000000..710d6b0e --- /dev/null +++ b/tests/psds/README.md @@ -0,0 +1,25 @@ +# Power Spectral Density (PSD) Files + +This directory contains noise PSD files used for testing ripple waveforms. + +## Source + +All PSDs are sourced from the bilby gravitational wave inference library: + +**Repository:** https://github.com/bilby-dev/bilby +**Commit:** `0985f75c664786e21cc4f662d4f12fe181b1a536` +**Date:** 2026-02-25 +**Source Path:** `bilby/gw/detector/noise_curves/` + +## Files + +### ET_D_psd.txt +Einstein Telescope D-design PSD. Used as the default test PSD for cross-validation and benchmarking. + +**Format:** Two-column ASCII text (frequency [Hz], PSD [Hz^-1]) + +## Reference + +For more information about these noise curves, see: +- bilby documentation: https://lscsoft.docs.ligo.org/bilby/ +- Original bilby PSD README: https://github.com/bilby-dev/bilby/blob/main/bilby/gw/detector/noise_curves/README.md diff --git a/tests/unit/test_placeholder.py b/tests/unit/test_placeholder.py new file mode 100644 index 00000000..7bb51cc2 --- /dev/null +++ b/tests/unit/test_placeholder.py @@ -0,0 +1,6 @@ +"""Placeholder for unit tests.""" + + +def test_placeholder(): + """Placeholder test to keep the unit test directory.""" + pass diff --git a/tests/utils.py b/tests/utils.py new file mode 100644 index 00000000..fcd6cf16 --- /dev/null +++ b/tests/utils.py @@ -0,0 +1,551 @@ +"""Shared utility functions for ripple tests. + +This module contains common utilities used across different test categories: +- Frequency grid construction +- Waveform detection and loading +- LALSuite waveform generation (when available) +- Match computation and inner products +- Random parameter generation +""" + +from typing import Optional + +import jax +import jax.numpy as jnp +import numpy as np + +from ripplegw.constants import PI + +# Check if LALSuite is available +try: + import lal + import lalsimulation as lalsim + + LAL_AVAILABLE = True +except ImportError: + LAL_AVAILABLE = False + + +def check_lal_available(): + """Check if LALSuite is available and raise ImportError if not. + + Raises: + ImportError: If LALSuite is not installed. + """ + if not LAL_AVAILABLE: + raise ImportError( + "LALSuite is required for cross-validation tests. " + "Install it with: uv sync --all-extras --dev" + ) + + +def get_freqs(f_l: float, f_u: float, f_sampling: float, T: float) -> jnp.ndarray: + """Construct a frequency grid for waveform generation. + + Args: + f_l: Lower frequency bound (Hz). + f_u: Upper frequency bound (Hz). + f_sampling: Sampling frequency (Hz). + T: Duration (seconds). + + Returns: + Frequency array in the range (f_l, f_u). + """ + delta_t = 1 / f_sampling + tlen = int(round(T / delta_t)) + freqs = np.fft.rfftfreq(tlen, delta_t) + fs = freqs[(freqs > f_l) & (freqs < f_u)] + return jnp.array(fs) + + +def check_is_tidal(waveform_name: str) -> bool: + """Check if the given waveform includes tidal effects. + + Args: + waveform_name: Name of the waveform approximant. + + Returns: + True if the waveform includes tidal effects, False otherwise. + + Raises: + ValueError: If the waveform is not supported. + """ + bns_waveforms = ["IMRPhenomD_NRTidalv2", "TaylorF2", "IMRPhenomXAS_NRTidalv3"] + bbh_waveforms = ["IMRPhenomD", "IMRPhenomXAS", "IMRPhenomPv2", "IMRPhenomXPHM", "SineGaussian"] + + all_waveforms = bns_waveforms + bbh_waveforms + if waveform_name not in all_waveforms: + raise ValueError( + f"Waveform approximant {waveform_name} not supported by ripple" + ) + + return waveform_name in bns_waveforms + + +def check_is_precessing(waveform_name: str) -> bool: + """Check if the given waveform includes precession. + + Args: + waveform_name: Name of the waveform approximant. + + Returns: + True if the waveform includes precession, False otherwise. + """ + precessing_waveforms = ["IMRPhenomPv2", "IMRPhenomXPHM"] + return waveform_name in precessing_waveforms + + +def get_jitted_waveform(waveform_name: str, fs: jnp.ndarray, f_ref: float): + """Get a JIT-compiled waveform function. + + Args: + waveform_name: Name of the waveform approximant. + fs: Frequency array. + f_ref: Reference frequency (Hz). + + Returns: + JIT-compiled waveform function that takes theta and returns (hp, hc). + + Raises: + ValueError: If the waveform is not supported. + """ + if waveform_name == "IMRPhenomD": + from ripplegw.waveforms.IMRPhenomD import ( + gen_IMRPhenomD_hphc as waveform_generator, + ) + + @jax.jit + def waveform(theta): + hp, hc = waveform_generator(fs, theta, f_ref) + return hp, hc + + elif waveform_name == "IMRPhenomD_NRTidalv2": + from ripplegw.waveforms.IMRPhenomD_NRTidalv2 import ( + gen_IMRPhenomD_NRTidalv2_hphc as waveform_generator, + ) + + @jax.jit + def waveform(theta): + hp, hc = waveform_generator(fs, theta, f_ref) + return hp, hc + + elif waveform_name == "IMRPhenomXAS": + from ripplegw.waveforms.IMRPhenomXAS import ( + gen_IMRPhenomXAS_hphc as waveform_generator, + ) + + @jax.jit + def waveform(theta): + hp, hc = waveform_generator(fs, theta, f_ref) + return hp, hc + + elif waveform_name == "IMRPhenomXAS_NRTidalv3": + from ripplegw.waveforms.IMRPhenomXAS_NRTidalv3 import ( + gen_IMRPhenomXAS_NRTidalv3_hphc as waveform_generator, + ) + + @jax.jit + def waveform(theta): + hp, hc = waveform_generator(fs, theta, f_ref) + return hp, hc + + elif waveform_name == "TaylorF2": + from ripplegw.waveforms.TaylorF2 import gen_TaylorF2_hphc as waveform_generator + + @jax.jit + def waveform(theta): + hp, hc = waveform_generator(fs, theta, f_ref) + return hp, hc + + elif waveform_name == "IMRPhenomPv2": + from ripplegw.waveforms.IMRPhenomPv2 import ( + gen_IMRPhenomPv2_hphc as waveform_generator, + ) + + @jax.jit + def waveform(theta): + hp, hc = waveform_generator(fs, theta, f_ref) + return hp, hc + + elif waveform_name == "IMRPhenomXPHM": + from ripplegw.waveforms.IMRPhenomXPHM import generate_xphm + from ripplegw.conversions import Mc_eta_to_ms + + @jax.jit + def waveform(theta): + # theta = [Mc, eta, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phic, inclination] + # consistent with the precessing-waveform convention used by this test suite + m1, m2 = Mc_eta_to_ms(jnp.array([theta[0], theta[1]])) + hp, hc = generate_xphm( + m1, + m2, + theta[2], + theta[3], + theta[4], + theta[5], + theta[6], + theta[7], + theta[8], # distance in Mpc + theta[11], # inclination + theta[10], # phi0 + fs, + f_ref, + ) + return hp, hc + + elif waveform_name == "SineGaussian": + from ripplegw.waveforms.SineGaussian import gen_SineGaussian_hphc + + @jax.jit + def waveform(theta): + hp, hc = gen_SineGaussian_hphc(fs, theta) + return hp, hc + + else: + raise ValueError( + f"Waveform approximant {waveform_name} not supported by ripple" + ) + + return waveform + + +def get_lal_waveform( + theta: np.ndarray, + waveform_name: str, + f_l: float, + f_u: float, + df: float, + f_ref: float, + is_tidal: bool, + is_precessing: bool, +) -> np.ndarray: + """Generate a waveform using LALSuite. + + Args: + theta: Parameter array. For non-precessing: [m1, m2, s1z, s2z, (l1, l2), dist, tc, phic, inc]. + For precessing: [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist, tc, phic, inc]. + waveform_name: Name of the waveform approximant. + f_l: Lower frequency bound (Hz). + f_u: Upper frequency bound (Hz). + df: Frequency spacing (Hz). + f_ref: Reference frequency (Hz). + is_tidal: Whether the waveform includes tidal effects. + is_precessing: Whether the waveform includes precession. + + Returns: + Tuple (hp, hc) of LAL waveform strains evaluated on the frequency grid. + + Raises: + ImportError: If LALSuite is not available. + """ + check_lal_available() + + # Convert JAX arrays to Python floats if necessary + f_l = float(f_l) + f_u = float(f_u) + df = float(df) + f_ref = float(f_ref) + + approximant = lalsim.SimInspiralGetApproximantFromString(waveform_name) + + if waveform_name == "IMRPhenomXPHM": + # XPHM requires SimIMRPhenomXPHM directly with MSA prescription params. + # SimInspiralChooseFDWaveform cannot set the PhenomXPrecVersion flag needed + # to guarantee the MSA prescription that the ripple implementation uses. + # theta = [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phic, inclination] + m1_kg = theta[0] * lal.MSUN_SI + m2_kg = theta[1] * lal.MSUN_SI + s1x, s1y, s1z = theta[2], theta[3], theta[4] + s2x, s2y, s2z = theta[5], theta[6], theta[7] + distance = theta[8] * 1e6 * lal.PC_SI + phi_ref = theta[10] + inclination = theta[11] + + lalparams = lal.CreateDict() + ModeArray = lalsim.SimInspiralCreateModeArray() + for el, em in [(2, 1), (2, 2), (3, 2), (3, 3), (4, 4)]: + lalsim.SimInspiralModeArrayActivateMode(ModeArray, el, em) + lalsim.SimInspiralWaveformParamsInsertModeArray(lalparams, ModeArray) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMTwistPhenomHM(lalparams, 1) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMMBandVersion(lalparams, 0) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMThresholdMband(lalparams, 0.0) + lalsim.SimInspiralWaveformParamsInsertPhenomXPrecVersion(lalparams, 223) + + hp, hc = lalsim.SimIMRPhenomXPHM( + m1_kg, + m2_kg, + s1x, + s1y, + s1z, + s2x, + s2y, + s2z, + distance, + inclination, + phi_ref, + f_l, + f_u, + df, + f_ref, + lalparams, + ) + elif is_precessing: + # Precessing waveform: theta = [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist, tc, phic, inc] + m1_kg = theta[0] * lal.MSUN_SI + m2_kg = theta[1] * lal.MSUN_SI + s1x, s1y, s1z = theta[2], theta[3], theta[4] + s2x, s2y, s2z = theta[5], theta[6], theta[7] + distance = theta[8] * 1e6 * lal.PC_SI + phi_ref = theta[10] + inclination = theta[11] + + hp, hc = lalsim.SimInspiralChooseFDWaveform( + m1_kg, + m2_kg, + s1x, + s1y, + s1z, + s2x, + s2y, + s2z, + distance, + inclination, + phi_ref, + 0, + 0, + 0, + df, + f_l, + f_u, + f_ref, + None, + approximant, + ) + else: + # Non-precessing waveform: theta = [m1, m2, s1z, s2z, (l1, l2), dist, tc, phic, inc] + if is_tidal: + m1_kg = theta[0] * lal.MSUN_SI + m2_kg = theta[1] * lal.MSUN_SI + s1z = theta[2] + s2z = theta[3] + l1 = theta[4] + l2 = theta[5] + distance = theta[6] * 1e6 * lal.PC_SI + phi_ref = theta[8] + inclination = theta[9] + + laldict = lal.CreateDict() + lalsim.SimInspiralWaveformParamsInsertTidalLambda1(laldict, l1) + lalsim.SimInspiralWaveformParamsInsertTidalLambda2(laldict, l2) + quad1 = lalsim.SimUniversalRelationQuadMonVSlambda2Tidal(l1) + quad2 = lalsim.SimUniversalRelationQuadMonVSlambda2Tidal(l2) + lalsim.SimInspiralWaveformParamsInsertdQuadMon1(laldict, quad1 - 1) + lalsim.SimInspiralWaveformParamsInsertdQuadMon2(laldict, quad2 - 1) + else: + m1_kg = theta[0] * lal.MSUN_SI + m2_kg = theta[1] * lal.MSUN_SI + s1z = theta[2] + s2z = theta[3] + distance = theta[4] * 1e6 * lal.PC_SI + phi_ref = theta[6] + inclination = theta[7] + laldict = None + + hp, hc = lalsim.SimInspiralChooseFDWaveform( + m1_kg, + m2_kg, + 0.0, + 0.0, + s1z, + 0.0, + 0.0, + s2z, + distance, + inclination, + phi_ref, + 0, + 0, + 0, + df, + f_l, + f_u, + f_ref, + laldict, + approximant, + ) + + # Extract the waveform data and mask to the frequency range + freqs_lal = np.arange(len(hp.data.data)) * df + mask_lal = (freqs_lal > f_l) & (freqs_lal < f_u) + hp_lalsuite = hp.data.data[mask_lal] + hc_lalsuite = hc.data.data[mask_lal] + + return hp_lalsuite, hc_lalsuite + + +def get_nyquist_mask(frequencies: jnp.ndarray, n_bins: int = 2) -> jnp.ndarray: + """Create a mask that zeros the last n_bins frequency bins near Nyquist. + + LAL's behavior at the Nyquist frequency boundary is inconsistent - it sometimes + zeros 1 bin, sometimes 2 bins depending on the waveform parameters. To ensure + a fair comparison, we apply the same mask to both LAL and Ripple waveforms. + + Args: + frequencies: Frequency array. + n_bins: Number of bins to zero (default: 2). + + Returns: + Mask array with 1.0 everywhere except the last n_bins (which are 0.0). + """ + n_freqs = len(frequencies) + return jnp.where(jnp.arange(n_freqs) < n_freqs - n_bins, 1.0, 0.0) + + +def noise_weighted_inner_product( + h1: jnp.ndarray, h2: jnp.ndarray, psd: jnp.ndarray, frequencies: jnp.ndarray +) -> float: + """Compute the noise-weighted inner product between two waveforms. + + Args: + h1: First waveform. + h2: Second waveform. + psd: Power spectral density. + frequencies: Frequency array. + + Returns: + Noise-weighted inner product (h1|h2), real part only. + Use noise_weighted_inner_product_complex for phase-sensitive operations. + """ + from jax.scipy.integrate import trapezoid + + integrand = jnp.conj(h1) * h2 / psd + return 4 * trapezoid(integrand, x=frequencies, axis=-1).real + + +def _noise_weighted_inner_product_complex( + h1: jnp.ndarray, h2: jnp.ndarray, psd: jnp.ndarray, frequencies: jnp.ndarray +) -> complex: + """Complex noise-weighted inner product, retaining phase information.""" + from jax.scipy.integrate import trapezoid + + integrand = jnp.conj(h1) * h2 / psd + return 4 * trapezoid(integrand, x=frequencies, axis=-1) + + +def compute_match( + h1: jnp.ndarray, h2: jnp.ndarray, psd: jnp.ndarray, frequencies: jnp.ndarray +) -> float: + """Compute the match between two waveforms. + + The match is phase-maximized: match = || / sqrt( * ), + which corresponds to maximizing over a constant phase offset between h1 and h2. + + Args: + h1: First waveform. + h2: Second waveform. + psd: Power spectral density. + frequencies: Frequency array. + + Returns: + Match value (scalar between 0 and 1). + """ + h1_sq = noise_weighted_inner_product(h1, h1, psd, frequencies) + h2_sq = noise_weighted_inner_product(h2, h2, psd, frequencies) + h1_h2 = _noise_weighted_inner_product_complex(h1, h2, psd, frequencies) + match = jnp.abs(h1_h2) / jnp.sqrt(h1_sq * h2_sq) + return float(match.real) + + +def generate_random_params( + n: int, + bounds: dict, + is_tidal: bool = False, + is_precessing: bool = False, + seed: Optional[int] = None, +) -> np.ndarray: + """Generate random waveform parameters. + + Args: + n: Number of parameter sets to generate. + bounds: Dictionary of parameter bounds with keys: + - "m": [m_min, m_max] for masses (solar masses) + - "chi": [chi_min, chi_max] for spins + - "lambda": [lambda_min, lambda_max] for tidal parameters (if is_tidal) + - "d_L": [d_min, d_max] for distance (Mpc) + is_tidal: Whether to include tidal parameters. + is_precessing: Whether to include precessing spin parameters. + seed: Random seed for reproducibility. + + Returns: + Array of shape (n, n_params) with random parameter values. + For non-precessing, non-tidal: [m1, m2, s1z, s2z, dist, tc, phic, inc] + For non-precessing, tidal: [m1, m2, s1z, s2z, l1, l2, dist, tc, phic, inc] + For precessing: [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist, tc, phic, inc] + """ + if seed is not None: + np.random.seed(seed) + + m1 = np.random.uniform(bounds["m"][0], bounds["m"][1], n) + m2 = np.random.uniform(bounds["m"][0], bounds["m"][1], n) + + if is_precessing: + # Precessing: generate full spin vectors + # Sample spin magnitudes uniformly + chi1_mag = np.random.uniform(bounds["chi"][0], bounds["chi"][1], n) + chi2_mag = np.random.uniform(bounds["chi"][0], bounds["chi"][1], n) + # Sample angles uniformly on sphere + theta1 = np.arccos(np.random.uniform(-1, 1, n)) + theta2 = np.arccos(np.random.uniform(-1, 1, n)) + phi1 = np.random.uniform(0, 2 * PI, n) + phi2 = np.random.uniform(0, 2 * PI, n) + # Convert to Cartesian + s1x = chi1_mag * np.sin(theta1) * np.cos(phi1) + s1y = chi1_mag * np.sin(theta1) * np.sin(phi1) + s1z = chi1_mag * np.cos(theta1) + s2x = chi2_mag * np.sin(theta2) * np.cos(phi2) + s2y = chi2_mag * np.sin(theta2) * np.sin(phi2) + s2z = chi2_mag * np.cos(theta2) + else: + # Aligned spin: only z-components + s1z = np.random.uniform(bounds["chi"][0], bounds["chi"][1], n) + s2z = np.random.uniform(bounds["chi"][0], bounds["chi"][1], n) + + if is_tidal: + l1 = np.random.uniform(bounds["lambda"][0], bounds["lambda"][1], n) + l2 = np.random.uniform(bounds["lambda"][0], bounds["lambda"][1], n) + + dist_mpc = np.random.uniform(bounds["d_L"][0], bounds["d_L"][1], n) + tc = np.zeros_like(dist_mpc) + inclination = np.random.uniform(0, PI, n) + phi_ref = np.random.uniform(0, 2 * PI, n) + + # Build parameter array + if is_precessing: + theta = np.array( + [m1, m2, s1x, s1y, s1z, s2x, s2y, s2z, dist_mpc, tc, phi_ref, inclination] + ).T + elif is_tidal: + theta = np.array( + [m1, m2, s1z, s2z, l1, l2, dist_mpc, tc, phi_ref, inclination] + ).T + else: + theta = np.array([m1, m2, s1z, s2z, dist_mpc, tc, phi_ref, inclination]).T + + # Ensure m1 >= m2 + if not is_precessing: + # Non-precessing: swap masses and spins + booleans = theta[:, 0] < theta[:, 1] + booleans = np.repeat(booleans[:, np.newaxis], theta.shape[1], axis=1) + if is_tidal: + theta = np.where(booleans, theta[:, [1, 0, 3, 2, 5, 4, 6, 7, 8, 9]], theta) + else: + theta = np.where(booleans, theta[:, [1, 0, 3, 2, 4, 5, 6, 7]], theta) + else: + # Precessing: swap masses and all spin components + booleans = theta[:, 0] < theta[:, 1] + booleans = np.repeat(booleans[:, np.newaxis], theta.shape[1], axis=1) + theta = np.where( + booleans, theta[:, [1, 0, 5, 6, 7, 2, 3, 4, 8, 9, 10, 11]], theta + ) + + return theta diff --git a/tests/xphm/ET_D_psd.txt b/tests/xphm/ET_D_psd.txt new file mode 100644 index 00000000..f5622c5c --- /dev/null +++ b/tests/xphm/ET_D_psd.txt @@ -0,0 +1,3000 @@ +1.000000000000000000e+00 1.222167828873289075e-33 +1.003075900000000020e+00 1.256378933230095858e-33 +1.006161199999999978e+00 1.281477759534755841e-33 +1.009255999999999931e+00 1.306110442022499933e-33 +1.012360300000000102e+00 1.332586405233664148e-33 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noise_weighted_inner_product +from tqdm import tqdm +import scienceplots +import jax +jax.config.update("jax_enable_x64", True) + +scienceplots +plt.style.use(["science"]) +psd = bilby.gw.detector.PowerSpectralDensity(psd_file="./ET_D_psd.txt") + +""" +Script to compute mismatch between lalsimulation and ripple implementation of IMRPhenomXPHM waveform. +The script will force lalsimulation to use MSA prescription. If lalsimulation falls back on NNLO, the script will ignore that waveform. +""" + + +def compute_overlap( + frequency_series_1, + frequency_series_2, + minimum_frequency, + maximum_frequency, + duration, +): + """ + Wrapper around bilby.gw.utils.noise_weighted_inner_product + """ + frequency_array = np.arange(minimum_frequency, maximum_frequency, 1 / duration) + interpolated_psd = psd.power_spectral_density_interpolated(frequency_array) + + inner_product = noise_weighted_inner_product( + frequency_series_1, frequency_series_2, interpolated_psd, duration + ) + + norm_1 = noise_weighted_inner_product( + frequency_series_1, frequency_series_1, interpolated_psd, duration + ) + norm_2 = noise_weighted_inner_product( + frequency_series_2, frequency_series_2, interpolated_psd, duration + ) + + overlap = inner_product / np.power(norm_1 * norm_2, 0.5) + overlap_real = np.real(overlap) + + return abs(overlap_real) + + +def setup_injection_parameters(N_WAVEFORMS, reference_frequency): + # Waveform parameters + """ + Set up the injection parameters from bilby prior + """ + population = bilby.gw.prior.BBHPriorDict() + population["chirp_mass"] = bilby.core.prior.Uniform(10, 100) + population["mass_ratio"] = bilby.core.prior.Uniform(0.25, 1) + population.pop("mass_1") + population.pop("mass_2") + + _injection_parameters = bilby.gw.conversion.generate_component_masses( + population.sample(N_WAVEFORMS) + ) + _injection_parameters["reference_frequency"] = ( + np.ones(N_WAVEFORMS) * reference_frequency + ) + + _injection_parameters = bilby.gw.conversion.generate_component_spins( + _injection_parameters + ) + + _injection_parameters["luminosity_distance_SI"] = ( + _injection_parameters["luminosity_distance"] * 3.0856775814913673e22 + ) # In meters + _injection_parameters["mass_1_SI"] = _injection_parameters["mass_1"] * MSUN + _injection_parameters["mass_2_SI"] = _injection_parameters["mass_2"] * MSUN + injection_parameters = { + key: jnp.array(value) for key, value in _injection_parameters.items() + } + + return injection_parameters + + +def plot_mismatch_histogram(collect_mismatch, output="mismatch_histogram.pdf"): + """ + Plotting function for the mismatch histogram. + """ + collect_mismatch = np.real(np.array(collect_mismatch)) + fig, ax = plt.subplots(1, 1) + _close_to_zero = np.log10(1e-20) - 1 + minimum_match = ( + _close_to_zero + if min(collect_mismatch) == 0.0 + else (np.log10(min(collect_mismatch)) - 1) + ) + maximum_match = np.log10(max(collect_mismatch)) + ax.hist( + collect_mismatch, + cumulative=1, + histtype="step", + lw=2, + bins=10.0 ** np.linspace(minimum_match, maximum_match, 40), + ) + ax.set_ylabel("Fraction of waveforms") + ax.set_title(f"N = {len(collect_mismatch)}") + ax.set_xlabel("Mismatch") + ax.set_xscale("log") + ax.grid(alpha=0.5) + fig.savefig(output) + + +def generate_lalsimulation_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + modes, +): + """ + Wrapper to call the lalsimulation XPHM waveform. If lalsimulation falls back on 102 (NNLO prescription), the function will print a warning. + """ + lalparams = lal.CreateDict() + + ModeArray = lalsim.SimInspiralCreateModeArray() + for mm in modes: + lalsim.SimInspiralModeArrayActivateMode(ModeArray, int(mm[0]), int(mm[1])) + + lalsim.SimInspiralWaveformParamsInsertModeArray(lalparams, ModeArray) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMTwistPhenomHM(lalparams, 1) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMMBandVersion(lalparams, 0) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMThresholdMband(lalparams, 0.0) + lalsim.SimInspiralWaveformParamsInsertPhenomXPrecVersion(lalparams, 223) + + try: + hp, hc = lalsim.SimIMRPhenomXPHM( + injection_parameters["mass_1_SI"], + injection_parameters["mass_2_SI"], + injection_parameters["spin_1x"], + injection_parameters["spin_1y"], + injection_parameters["spin_1z"], + injection_parameters["spin_2x"], + injection_parameters["spin_2y"], + injection_parameters["spin_2z"], + injection_parameters["luminosity_distance_SI"], + injection_parameters["iota"], + injection_parameters["phase"], + minimum_frequency, + maximum_frequency, + 1 / duration, + reference_frequency, + lalparams, + ) + return hp, hc + + except Exception as e: + print(f"Failed with: {e}") + + print( + "Waveform computation failed with an error.\n" + + "The parameters were {}\n".format(injection_parameters) + ) + + return None, None + + +def generate_ripple_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, +): + """ + Wrapper to call the ripple XPHM waveform. + """ + frequency_array = jnp.arange(minimum_frequency, maximum_frequency, 1 / duration) + hp, hc = IMRPhenomXPHM.generate_xphm( + injection_parameters["mass_1"], + injection_parameters["mass_2"], + injection_parameters["spin_1x"], + injection_parameters["spin_1y"], + injection_parameters["spin_1z"], + injection_parameters["spin_2x"], + injection_parameters["spin_2y"], + injection_parameters["spin_2z"], + injection_parameters["luminosity_distance"], + injection_parameters["iota"], + injection_parameters["phase"], + frequency_array, + reference_frequency, + ) + return hp, hc + + +def compute_mismatch_loop( + batch_injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + modes, +): + "Main loop to call the lalsimulation and ripple XPHM waveform" + "Compute and collect mismatch" + collect_mismatch = [] + N_injections = len(batch_injection_parameters["mass_1"]) + + for ii in tqdm(range(N_injections)): + injection_parameters = { + key: float(value[ii]) for key, value in batch_injection_parameters.items() + } + + lalsim_plus, _ = generate_lalsimulation_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + modes, + ) + + if lalsim_plus is None: + continue + + ripple_plus, _ = generate_ripple_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + ) + + mask = int(minimum_frequency * duration) + plus_overlap = compute_overlap( + ripple_plus, + np.array(lalsim_plus.data.data[mask:-1]), + minimum_frequency, + maximum_frequency, + duration, + ) + + if plus_overlap > 1: + continue + mismatch = 1.0 - plus_overlap + collect_mismatch.append(mismatch) + + debug = False + if debug: + log_mismatch = np.log10(abs(np.real(mismatch))) + if log_mismatch > -4: + print(f"High Mismatch {log_mismatch}") + print("Injection parameters") + print(injection_parameters) + print("----------\n") + + return collect_mismatch + + +def main(): + N_injections = int(100) + seed = 2012 + np.random.seed(seed) + bilby.core.utils.random.seed(seed) + # Frequency settings + minimum_frequency = 10.0 + maximum_frequency = 1024.0 + duration = 8.0 + reference_frequency = 50.0 + modes = jnp.array([[2, 1], [2, 2], [3, 2], [3, 3], [4, 4]], dtype=jnp.int32) + + # Waveform parameters batch + batch_injection_parameters = setup_injection_parameters( + N_injections, reference_frequency + ) + batch_injection_parameters["phase"] = np.zeros(N_injections) + collect_mismatch = compute_mismatch_loop( + batch_injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + modes, + ) + + plot_mismatch_histogram(collect_mismatch) + + +if __name__ == "__main__": + main() diff --git a/tests/xphm/unit_test_xphm.py b/tests/xphm/unit_test_xphm.py new file mode 100644 index 00000000..ea13cb1e --- /dev/null +++ b/tests/xphm/unit_test_xphm.py @@ -0,0 +1,299 @@ +import lalsimulation as lalsim +import jax +jax.config.update("jax_enable_x64", True) +import jax.numpy as jnp +import numpy as np +import lal +import matplotlib.pyplot as plt +from ripplegw.waveforms import IMRPhenomXPHM +import bilby +from bilby.gw.utils import noise_weighted_inner_product + +psd = bilby.gw.detector.PowerSpectralDensity(psd_file="./ET_D_psd.txt") + +""" +Unit test to + +1. generate one XPHM waveform using ripple and lalsimulation. +2. Plot them +3. Compute match between them. + +""" + + +def compute_overlap( + frequency_series_1, + frequency_series_2, + minimum_frequency, + maximum_frequency, + duration, +): + frequency_array = np.arange(minimum_frequency, maximum_frequency, 1 / duration) + interpolated_psd = psd.power_spectral_density_interpolated(frequency_array) + + inner_product = noise_weighted_inner_product( + frequency_series_1, frequency_series_2, interpolated_psd, duration + ) + + norm_1 = noise_weighted_inner_product( + frequency_series_1, frequency_series_1, interpolated_psd, duration + ) + norm_2 = noise_weighted_inner_product( + frequency_series_2, frequency_series_2, interpolated_psd, duration + ) + + return inner_product / np.power(norm_1 * norm_2, 0.5) + + +def generate_lalsimulation_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + modes, +): + """ + Wrapper to call the lalsimulation XPHM waveform. + """ + lalparams = lal.CreateDict() + + ModeArray = lalsim.SimInspiralCreateModeArray() + for mm in modes: + lalsim.SimInspiralModeArrayActivateMode(ModeArray, int(mm[0]), int(mm[1])) + + lalsim.SimInspiralWaveformParamsInsertModeArray(lalparams, ModeArray) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMTwistPhenomHM(lalparams, 1) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMMBandVersion(lalparams, 0) + lalsim.SimInspiralWaveformParamsInsertPhenomXPHMThresholdMband(lalparams, 0.0) + lalsim.SimInspiralWaveformParamsInsertPhenomXPrecVersion(lalparams, 223) + + try: + hp, hc = lalsim.SimIMRPhenomXPHM( + injection_parameters["mass_1_SI"], + injection_parameters["mass_2_SI"], + injection_parameters["spin_1x"], + injection_parameters["spin_1y"], + injection_parameters["spin_1z"], + injection_parameters["spin_2x"], + injection_parameters["spin_2y"], + injection_parameters["spin_2z"], + injection_parameters["luminosity_distance_SI"], + injection_parameters["iota"], + injection_parameters["phase"], + minimum_frequency, + maximum_frequency, + 1 / duration, + reference_frequency, + lalparams, + ) + + except Exception as e: + print(f"Failed with: {e}") + + print( + "Evaluating the waveform failed with an error.\n" + + "The parameters were {}\n".format(injection_parameters) + ) + + frequency_array_length = int(duration * maximum_frequency) + 1 + + hp = lal.CreateCOMPLEX16FrequencySeries( + "hplus", + lal.LIGOTimeGPS(0), + 0.0, + 1 / duration, + lal.DimensionlessUnit, + frequency_array_length, + ) + hc = lal.CreateCOMPLEX16FrequencySeries( + "hcross", + lal.LIGOTimeGPS(0), + 0.0, + 1 / duration, + lal.DimensionlessUnit, + frequency_array_length, + ) + return hp, hc + + +def generate_ripple_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, +): + """ + Wrapper to call the ripple XPHM waveform. + """ + frequency_array = jnp.arange(minimum_frequency, maximum_frequency, 1 / duration) + + hp, hc = IMRPhenomXPHM.generate_xphm( + injection_parameters["mass_1"], + injection_parameters["mass_2"], + injection_parameters["spin_1x"], + injection_parameters["spin_1y"], + injection_parameters["spin_1z"], + injection_parameters["spin_2x"], + injection_parameters["spin_2y"], + injection_parameters["spin_2z"], + injection_parameters["luminosity_distance"], + injection_parameters["iota"], + injection_parameters["phase"], + frequency_array, + reference_frequency, + ) + + return hp, hc + + +def plot_xphm_comparison( + ripple_hp, lal_hp, minimum_frequency, maximum_frequency, duration, output="xphm.pdf" +): + N = int(minimum_frequency * duration) + f = np.arange(minimum_frequency, maximum_frequency, 1.0 / duration) + lal_f = np.arange(0.0, maximum_frequency, 1.0 / duration) + lal_hp_data = lal_hp.data.data[:-1] + + ripple_amp = np.abs(ripple_hp) + ripple_phase = np.unwrap(np.angle(ripple_hp)) + lal_amp = np.abs(lal_hp_data) + lal_phase = np.unwrap(np.angle(lal_hp_data)) + + fig, ax = plt.subplots(3, 1, figsize=(10, 12), sharex=True) + + ax[0].plot(f, ripple_amp, label="ripple") + ax[0].plot(lal_f, lal_amp, label="lalsim", linestyle="--") + ax[0].plot( + f, abs(ripple_amp - np.abs(lal_amp[N:])), label="difference", color="black" + ) + ax[0].set_yscale("log") + ax[0].set_xlim(15, 100) + ax[0].set_ylabel("Amplitude") + ax[0].legend() + ax[0].set_title("Amplitude XPHM") + + ax[1].plot(f, ripple_phase, label="ripple") + ax[1].plot(lal_f, lal_phase, label="lalsim", linestyle="--") + ax[1].plot( + f, abs(ripple_phase - lal_phase[N:]), label="phase difference", color="black" + ) + ax[1].set_xlim(15, 100) + ax[1].set_ylabel("Phase [rad]") + ax[1].legend() + ax[1].set_yscale("log") + ax[1].set_title("Phase XPHM") + + ax[2].plot(f, np.real(ripple_hp), label="ripple") + ax[2].plot(lal_f, np.real(lal_hp_data), label="lalsim", linestyle="--") + ax[2].set_xlim(5, 50) + ax[2].set_xlabel("Frequency [Hz]") + ax[2].set_ylabel("Real(h+)") + ax[2].legend() + ax[2].set_title("Full XPHM Waveform (Real)") + + plt.tight_layout() + fig.savefig(output) + + +def main(): + print("Device", jax.devices()) + + """ + + injection_parameters = {} + injection_parameters["mass_1"] = 54.1 + injection_parameters["mass_2"] = 39.6 + injection_parameters["mass_1_SI"] = injection_parameters["mass_1"] * MSUN + injection_parameters["mass_2_SI"] = injection_parameters["mass_2"] * MSUN + injection_parameters["distance"] = 1.0 # In Mpc + injection_parameters["distance_SI"] = ( + injection_parameters["distance"] * 3.0856775814913673e22 + ) # In meters + injection_parameters["theta"] = 0.5 + injection_parameters["phi"] = 0.0 + injection_parameters["iota"] = 0.2 + injection_parameters["psi"] = 1.2 + injection_parameters["phase"] = 0.0 + injection_parameters["spin_1x"] = -0.02 + injection_parameters["spin_1y"] = 0.564 + injection_parameters["spin_1z"] = -0.3 + injection_parameters["spin_2x"] = -0.86 + injection_parameters["spin_2y"] = -0.45 + injection_parameters["spin_2z"] = -0.08 + """ + + injection_parameters = { + "mass_ratio": 0.5376651738645067, + "chirp_mass": 93.88321707875129, + "luminosity_distance": 4320.569794212493, + "dec": -0.5340624003795874, + "ra": 1.3155913002794608, + "theta_jn": 0.8231599643967205, + "psi": 1.8350045296023523, + "phase": 0.0, + "a_1": 0.8397132152576712, + "a_2": 0.8404086003139519, + "tilt_1": 1.991385939862487, + "tilt_2": 1.6627955891549548, + "phi_12": 1.5821686909994463, + "phi_jl": 3.1850539903859567, + "total_mass": 228.30475292075536, + "mass_1": 148.47494552209497, + "mass_2": 79.82980739866036, + "reference_frequency": 50.0, + "iota": 1.0208893498397191, + "spin_1x": -0.7474522736209998, + "spin_1y": 0.16995474427151677, + "spin_1z": -0.3428538572581289, + "spin_2x": -0.17625493757902752, + "spin_2y": -0.8180829693890946, + "spin_2z": -0.07720795073171265, + "phi_1": 2.9180152641002444, + "phi_2": 4.50018395509969, + "luminosity_distance_SI": 1.3331885353270261e26, + "mass_1_SI": 2.9522904722748898e32, + "mass_2_SI": 1.5873437700742054e32, + } + + minimum_frequency = 10 + maximum_frequency = 1024 + duration = 8.0 + reference_frequency = 50 + modes = jnp.array([[2, 1], [2, 2], [3, 2], [3, 3], [4, 4]], dtype=jnp.int32) + + lalsim_plus, lalsim_cross = generate_lalsimulation_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + modes, + ) + + ripple_plus, ripple_cross = generate_ripple_xphm_waveform( + injection_parameters, + minimum_frequency, + maximum_frequency, + reference_frequency, + duration, + ) + + mask = int(minimum_frequency * duration) + plus_overlap = compute_overlap( + ripple_plus, + np.array(lalsim_plus.data.data[mask:-1]), + minimum_frequency, + maximum_frequency, + duration, + ) + print("plus log10 mismatch", np.log10(np.abs(np.real(1 - plus_overlap)))) + + plot_xphm_comparison( + ripple_plus, lalsim_plus, minimum_frequency, maximum_frequency, duration + ) + + +if __name__ == "__main__": + main() diff --git a/timings/outdir/.gitignore b/timings/outdir/.gitignore new file mode 100644 index 00000000..a6c57f5f --- /dev/null +++ b/timings/outdir/.gitignore @@ -0,0 +1 @@ +*.json diff --git a/timings/postprocess.py b/timings/postprocess.py new file mode 100644 index 00000000..10b4da24 --- /dev/null +++ b/timings/postprocess.py @@ -0,0 +1,308 @@ +""" +Postprocessing script for visualizing waveform timing benchmarks. + +This script reads timing JSON files and creates comparison bar charts +for different waveform approximants, comparing float32 vs float64 performance. +""" + +import argparse +import json +from pathlib import Path +from typing import Dict, List, Optional + +import matplotlib.pyplot as plt +import numpy as np + + +def load_timing_results( + results_dir: Path, gpu_filter: Optional[str] = None +) -> List[Dict]: + """Load all timing JSON files from the results directory. + + Args: + results_dir: Directory containing timing JSON files + gpu_filter: Optional GPU name to filter results (e.g., "H100", "cpu") + + Returns: + List of timing result dictionaries + """ + results = [] + json_files = list(results_dir.glob("*.json")) + + if not json_files: + print(f"No JSON files found in {results_dir}") + return results + + for json_file in json_files: + with open(json_file, "r") as f: + data = json.load(f) + + # Apply GPU filter if specified + if gpu_filter is not None and data.get("device_name") != gpu_filter: + continue + + results.append(data) + + return results + + +def organize_results_by_waveform(results: List[Dict]) -> Dict[str, Dict[str, Dict]]: + """Organize results by waveform and precision. + + Args: + results: List of timing result dictionaries + + Returns: + Nested dict: {waveform: {precision: data}} + """ + organized = {} + + for result in results: + waveform = result["waveform"] + precision = result["precision"] + + if waveform not in organized: + organized[waveform] = {} + + organized[waveform][precision] = result + + return organized + + +def create_time_per_waveform_plot( + organized_results: Dict[str, Dict[str, Dict]], + output_path: Path, + gpu_name: str, + n_waveforms: int, + batch_size: int, +): + """Create bar chart comparing time per waveform for float32 vs float64.""" + waveforms = sorted(organized_results.keys()) + float32_times = [] + float64_times = [] + + for waveform in waveforms: + data = organized_results[waveform] + float32_times.append( + data.get("float32", {}).get("time_per_waveform_ms", np.nan) + ) + float64_times.append( + data.get("float64", {}).get("time_per_waveform_ms", np.nan) + ) + + x = np.arange(len(waveforms)) + width = 0.35 + + _, ax = plt.subplots(figsize=(12, 6)) + bars1 = ax.bar( + x - width / 2, float32_times, width, label="float32", color="#3498db", alpha=0.8 + ) + bars2 = ax.bar( + x + width / 2, float64_times, width, label="float64", color="#e74c3c", alpha=0.8 + ) + + ax.set_ylabel("Time per Waveform (ms)", fontsize=12, fontweight="bold") + ax.set_title( + f"Waveform Evaluation Time\nN = {n_waveforms}, b = {batch_size}, GPU = {gpu_name}", + fontsize=14, + fontweight="bold", + ) + ax.set_xticks(x) + ax.set_xticklabels(waveforms, rotation=45, ha="right") + ax.legend(fontsize=11) + ax.grid(axis="y", alpha=0.3, linestyle="--") + + def autolabel(bars): + for bar in bars: + height = bar.get_height() + if not np.isnan(height): + ax.text( + bar.get_x() + bar.get_width() / 2.0, + height, + f"{height:.3f}", + ha="center", + va="bottom", + fontsize=9, + ) + + autolabel(bars1) + autolabel(bars2) + + y_max = ax.get_ylim()[1] + ax.annotate( + "Better", + xy=(len(waveforms) - 0.5, y_max * 0.15), + xytext=(len(waveforms) - 0.5, y_max * 0.3), + arrowprops=dict(arrowstyle="->", color="black", lw=1.5), + fontsize=10, + ha="center", + fontweight="bold", + ) + + plt.tight_layout() + plt.savefig(output_path, dpi=300, bbox_inches="tight") + print(f"Saved time per waveform plot to: {output_path}") + plt.close() + + +def create_throughput_plot( + organized_results: Dict[str, Dict[str, Dict]], + output_path: Path, + gpu_name: str, + n_waveforms: int, + batch_size: int, +): + """Create bar chart comparing throughput (waveforms/s) for float32 vs float64.""" + waveforms = sorted(organized_results.keys()) + float32_throughput = [] + float64_throughput = [] + + for waveform in waveforms: + data = organized_results[waveform] + float32_throughput.append( + data.get("float32", {}).get("waveforms_per_second", np.nan) + ) + float64_throughput.append( + data.get("float64", {}).get("waveforms_per_second", np.nan) + ) + + x = np.arange(len(waveforms)) + width = 0.35 + + _, ax = plt.subplots(figsize=(12, 6)) + bars1 = ax.bar( + x - width / 2, + float32_throughput, + width, + label="float32", + color="#3498db", + alpha=0.8, + ) + bars2 = ax.bar( + x + width / 2, + float64_throughput, + width, + label="float64", + color="#e74c3c", + alpha=0.8, + ) + + ax.set_ylabel("Waveforms per Second", fontsize=12, fontweight="bold") + ax.set_title( + f"Waveform Throughput\nN = {n_waveforms}, b = {batch_size}, GPU = {gpu_name}", + fontsize=14, + fontweight="bold", + ) + ax.set_xticks(x) + ax.set_xticklabels(waveforms, rotation=45, ha="right") + ax.legend(fontsize=11) + ax.grid(axis="y", alpha=0.3, linestyle="--") + + def autolabel(bars): + for bar in bars: + height = bar.get_height() + if not np.isnan(height): + ax.text( + bar.get_x() + bar.get_width() / 2.0, + height, + f"{height:.0f}", + ha="center", + va="bottom", + fontsize=9, + ) + + autolabel(bars1) + autolabel(bars2) + + y_max = ax.get_ylim()[1] + ax.annotate( + "Better", + xy=(len(waveforms) - 0.5, y_max * 0.85), + xytext=(len(waveforms) - 0.5, y_max * 0.7), + arrowprops=dict(arrowstyle="->", color="black", lw=1.5), + fontsize=10, + ha="center", + fontweight="bold", + ) + + plt.tight_layout() + plt.savefig(output_path, dpi=300, bbox_inches="tight") + print(f"Saved throughput plot to: {output_path}") + plt.close() + + +def main(): + """Main postprocessing function.""" + parser = argparse.ArgumentParser( + description="Postprocess waveform timing results and create comparison plots", + formatter_class=argparse.ArgumentDefaultsHelpFormatter, + ) + + parser.add_argument( + "--results-dir", + type=str, + default="outdir", + help="Directory containing timing JSON files", + ) + + parser.add_argument( + "--output-dir", + type=str, + default="figures", + help="Directory to save output plots", + ) + + parser.add_argument( + "--gpu", + type=str, + default=None, + help="Filter results by GPU name (e.g., H100, A100, cpu).", + ) + + args = parser.parse_args() + + results_dir = Path(args.results_dir) + output_dir = Path(args.output_dir) + output_dir.mkdir(parents=True, exist_ok=True) + + if not results_dir.exists(): + print(f"Error: Results directory not found: {results_dir}") + return + + print(f"Loading results from: {results_dir}") + if args.gpu: + print(f"Filtering by GPU: {args.gpu}") + results = load_timing_results(results_dir, gpu_filter=args.gpu) + + if not results: + print("No timing results found!") + return + + print(f"Loaded {len(results)} timing results") + + organized = organize_results_by_waveform(results) + + first_result = results[0] + gpu_name = first_result.get("device_name", "Unknown") + n_waveforms = first_result.get("n_waveforms", 0) + batch_size = first_result.get("batch_size", 0) + + print("\nGenerating plots for:") + print(f" GPU: {gpu_name}") + print(f" N waveforms: {n_waveforms}") + print(f" Batch size: {batch_size}") + print(f" Waveforms analyzed: {', '.join(sorted(organized.keys()))}") + + create_time_per_waveform_plot( + organized, output_dir / f"time_per_waveform_{gpu_name}.png", gpu_name, n_waveforms, batch_size + ) + + create_throughput_plot( + organized, output_dir / f"throughput_{gpu_name}.png", gpu_name, n_waveforms, batch_size + ) + + print("\nPostprocessing complete!") + + +if __name__ == "__main__": + main() diff --git a/timings/test.sh b/timings/test.sh new file mode 100644 index 00000000..e9076c89 --- /dev/null +++ b/timings/test.sh @@ -0,0 +1,8 @@ +DEVICE="cpu" +N_WAVEFORMS="1000" +PRECISION="float32" + +ripple_time TaylorF2 --device $DEVICE --n-waveforms $N_WAVEFORMS --precision $PRECISION +ripple_time IMRPhenomD --device $DEVICE --n-waveforms $N_WAVEFORMS --precision $PRECISION +ripple_time IMRPhenomXAS --device $DEVICE --n-waveforms $N_WAVEFORMS --precision $PRECISION +ripple_time IMRPhenomPv2 --device $DEVICE --n-waveforms $N_WAVEFORMS --precision $PRECISION diff --git a/timings/time_all.sh b/timings/time_all.sh new file mode 100644 index 00000000..46ddbb9d --- /dev/null +++ b/timings/time_all.sh @@ -0,0 +1,42 @@ +#!/bin/bash -l +#Set job requirements +#SBATCH -N 1 +#SBATCH -n 1 +#SBATCH -p gpu_h100 +#SBATCH -t 01:00:00 +#SBATCH --gpus-per-node=1 +#SBATCH --cpus-per-gpu=1 +#SBATCH --mem-per-gpu=40G +#SBATCH --output="run_timings.out" +#SBATCH --job-name="ripple-timings" + +now=$(date) +echo "$now" + +# Loading modules +# module load 2024 +# module load Python/3.10.4-GCCcore-11.3.0 +# source /path/to/.venv/bin/activate + +# Display GPU name +nvidia-smi --query-gpu=name --format=csv,noheader + +DEVICE="gpu" +N_WAVEFORMS="10000" + +PRECISIONS=("float32" "float64") +MODELS=("TaylorF2" "IMRPhenomD" "IMRPhenomXAS" "IMRPhenomPv2" "IMRPhenomXPHM") + +for PRECISION in "${PRECISIONS[@]}"; do + echo "==============================" + echo "Running with precision = $PRECISION" + echo "==============================" + + for MODEL in "${MODELS[@]}"; do + echo "Running $MODEL with precision $PRECISION" + ripple_time "$MODEL" \ + --device "$DEVICE" \ + --n-waveforms "$N_WAVEFORMS" \ + --precision "$PRECISION" + done +done diff --git a/uv.lock b/uv.lock new file mode 100644 index 00000000..c3fc4e8f --- /dev/null +++ b/uv.lock @@ -0,0 +1,3063 @@ +version = 1 +revision = 3 +requires-python = ">=3.11" +resolution-markers = [ + "python_full_version >= '3.14' and sys_platform == 'win32'", + "python_full_version >= '3.14' and sys_platform == 'emscripten'", + "python_full_version >= '3.14' and sys_platform != 'emscripten' and sys_platform 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