Currently, ADDIE supports only diodes when it comes to non-linear components. This is done using the iterative Newton-Raphson method along with Modified Nodal Analysis. More information on the algorithm can be found in the Addie Wiki. The function performing the simulation of non-linear components is called newtonRaphson and is in Simulation.fs.
This issue aims in ADDIE supporting other non-linear components such as MOSFETs and transistors in a similar way as it is done for diodes (using the linear companion models). A good starting point for the linear companion models of MOSFETS and transistors is this paper.
Before implementation, the newton-raphson with MNA method would have to be further evaluated to guarantee that a solution can always be obtained, or explore what should happen when a solution cannot be obtained. Also, a more
advanced problem that will be encountered when dealing with more complex circuits, is finding all
the operating points (DC Solutions) of a non-linear circuit. This is a fundamental problem in the
computer-aided design of analog circuits, and this paper presents a SPICE-Oriented Method for Finding Multiple DC Solutions in Nonlinear Circuits using a deflation-based technique .
Currently, ADDIE supports only diodes when it comes to non-linear components. This is done using the iterative Newton-Raphson method along with Modified Nodal Analysis. More information on the algorithm can be found in the Addie Wiki. The function performing the simulation of non-linear components is called
newtonRaphsonand is inSimulation.fs.This issue aims in ADDIE supporting other non-linear components such as MOSFETs and transistors in a similar way as it is done for diodes (using the linear companion models). A good starting point for the linear companion models of MOSFETS and transistors is this paper.
Before implementation, the newton-raphson with MNA method would have to be further evaluated to guarantee that a solution can always be obtained, or explore what should happen when a solution cannot be obtained. Also, a more
advanced problem that will be encountered when dealing with more complex circuits, is finding all
the operating points (DC Solutions) of a non-linear circuit. This is a fundamental problem in the
computer-aided design of analog circuits, and this paper presents a SPICE-Oriented Method for Finding Multiple DC Solutions in Nonlinear Circuits using a deflation-based technique .