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+1890,12 @@ "type": "line", "line": { "origin": [ - -0.01062048, - 0.005, + -0.00915601, + 0.00353553, -0.00108948 ], "direction": [ - 0.7071067811865476, + 0.7071067811865475, -0.7071067811865476, 0 ] @@ -1936,8 +1936,8 @@ -0.05553819020117294 ], "origin": [ - -0.01054972, - 0.005, + -0.00908525, + 0.00353553, -0.00236164 ], "radius": 0.00127413 @@ -2054,7 +2054,7 @@ -0.00109024 ], "direction": [ - 0.5773502691896257, + 0.5773502691896258, 0.5773502691896257, 0.5773502691896258 ] @@ -2074,9 +2074,9 @@ -0.9874783247090422 ], "origin": [ - 0.01522571, - 0.005, - 0.00345698 + 0.01311247, + 0.00288675, + 0.00134373 ], "radius": 0.00287013 } @@ -2085,14 +2085,14 @@ "type": "line", "line": { "origin": [ - 0.01792199, - 0.005, - 0.00444072 + 0.01580874, + 0.00288675, + 0.00232748 ], "direction": [ - -0.5773502691896257, - -0.5773502691896257, - -0.5773502691896258 + -0.5773496025226487, + -0.5773496025226482, + -0.5773516025212712 ] } } diff --git a/content/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity0.png b/content/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity0.png new file mode 100644 index 00000000..e579436f Binary files /dev/null and b/content/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity0.png differ diff --git a/content/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity1.png b/content/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity1.png new file mode 100644 index 00000000..1b989454 Binary files /dev/null and b/content/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity1.png differ diff --git a/content/kcl-test-outputs/serial_test_example_fn_std-sketch-extrude16.png b/content/kcl-test-outputs/serial_test_example_fn_std-sketch-extrude16.png index 97c58484..a4c366b5 100644 Binary files a/content/kcl-test-outputs/serial_test_example_fn_std-sketch-extrude16.png and b/content/kcl-test-outputs/serial_test_example_fn_std-sketch-extrude16.png differ diff --git a/content/pages/docs/kcl-samples/README.md b/content/pages/docs/kcl-samples/README.md index e3fc216d..decf3559 100644 --- a/content/pages/docs/kcl-samples/README.md +++ b/content/pages/docs/kcl-samples/README.md @@ -32,6 +32,8 @@ ex. `just overwrite-sim-test-sample angle-gauge` --- #### [angle-gauge](angle-gauge/main.kcl) ([screenshot](screenshots/angle-gauge.png)) [![angle-gauge](screenshots/angle-gauge.png)](angle-gauge/main.kcl) +#### [artificial-heart](artificial-heart/main.kcl) ([screenshot](screenshots/artificial-heart.png)) +[![artificial-heart](screenshots/artificial-heart.png)](artificial-heart/main.kcl) #### [axial-fan](axial-fan/main.kcl) ([screenshot](screenshots/axial-fan.png)) [![axial-fan](screenshots/axial-fan.png)](axial-fan/main.kcl) #### [ball-bearing](ball-bearing/main.kcl) ([screenshot](screenshots/ball-bearing.png)) diff --git a/content/pages/docs/kcl-samples/artificial-heart/housing.kcl b/content/pages/docs/kcl-samples/artificial-heart/housing.kcl new file mode 100644 index 00000000..fdfacc3b --- /dev/null +++ b/content/pages/docs/kcl-samples/artificial-heart/housing.kcl @@ -0,0 +1,233 @@ +// Housing + +// Set units +@settings(defaultLengthUnit = in) + +// Sketch the primary housing for the pump, to be revolved +sketch001 = sketch(on = XY) { + line1 = line(start = [var 0.47in, var -0.19in], end = [var 0.47in, var -0.23in]) + line2 = line(start = [var 0.47in, var -0.23in], end = [var 1.5in, var -0.23in]) + coincident([line1.end, line2.start]) + line3 = line(start = [var 1.5in, var -0.23in], end = [var 1.5in, var -0.63in]) + coincident([line2.end, line3.start]) + arc1 = arc(start = [var 1.43in, var -0.7in], end = [var 1.5in, var -0.63in], center = [var 1.43in, var -0.63in]) + coincident([line3.end, arc1.end]) + tangent([line3, arc1]) + line4 = line(start = [var 1.43in, var -0.7in], end = [var 0.2in, var -0.7in]) + coincident([line4.start, arc1.start]) + line5 = line(start = [var 0.2in, var -0.7in], end = [var 0.2in, var -0.73in]) + coincident([line4.end, line5.start]) + line6 = line(start = [var 0.2in, var -0.73in], end = [var 1.43in, var -0.73in]) + coincident([line5.end, line6.start]) + arc2 = arc(start = [var 1.43in, var -0.73in], end = [var 1.53in, var -0.63in], center = [var 1.43in, var -0.63in]) + coincident([line6.end, arc2.start]) + tangent([line6, arc2]) + line7 = line(start = [var 1.53in, var -0.63in], end = [var 1.53in, var 0.67in]) + coincident([line7.start, arc2.end]) + arc3 = arc(start = [var 1.53in, var 0.67in], end = [var 1.43in, var 0.77in], center = [var 1.43in, var 0.67in]) + coincident([line7.end, arc3.start]) + tangent([line7, arc3]) + line8 = line(start = [var 1.43in, var 0.77in], end = [var 0.2in, var 0.77in]) + coincident([line8.start, arc3.end]) + line9 = line(start = [var 0.2in, var 0.77in], end = [var 0.2in, var 0.74in]) + coincident([line8.end, line9.start]) + line10 = line(start = [var 0.2in, var 0.74in], end = [var 1.43in, var 0.74in]) + coincident([line9.end, line10.start]) + arc4 = arc(start = [var 1.5in, var 0.67in], end = [var 1.43in, var 0.74in], center = [var 1.43in, var 0.67in]) + coincident([line10.end, arc4.end]) + tangent([line10, arc4]) + line11 = line(start = [var 1.5in, var 0.67in], end = [var 1.5in, var -0.19in]) + coincident([line11.start, arc4.start]) + line12 = line(start = [var 1.5in, var -0.19in], end = [var 0.47in, var -0.19in]) + coincident([line11.end, line12.start]) + coincident([line12.end, line1.start]) + horizontal(line6) + horizontal(line4) + horizontal(line2) + horizontal(line12) + horizontal(line10) + horizontal(line8) + vertical(line9) + vertical(line1) + vertical(line5) + vertical(line3) + vertical(line11) + vertical(line7) + tangent([line4, arc1]) + tangent([line7, arc2]) + coincident([arc2.center, arc1.center]) + coincident([arc4.center, arc3.center]) + tangent([line11, arc4]) + tangent([line8, arc3]) + radius(arc2) == .1 + radius(arc1) == .07 + equalRadius([arc2, arc3]) + equalRadius([arc1, arc4]) + horizontalDistance([ORIGIN, line3.start]) == 1.5 + verticalDistance([line5.start, ORIGIN]) == .7 + + verticalDistance([arc2.start, ORIGIN]) == 0.73in + horizontalDistance([ORIGIN, line5.start]) == .2 + coincident([line5, line9]) + verticalDistance([line12.end, ORIGIN]) == 0.19 + distance([line1.start, line1.end]) == 0.04 +} +region001 = region(point = [0.4700984in, -0.21in], sketch = sketch001) +hide(sketch001) +revolve001 = revolve(region001, angle = 360deg, axis = Y) + |> appearance(color = "#ededed", opacity = 30) + +// Model a bore with the same outer diameter as the housing, which will be used for cutting the exterior ports to shape +sketch002 = sketch(on = XZ) { + circle1 = circle(start = [var -1.18in, var 0.92in], center = [var 0in, var 0in]) + coincident([circle1.center, ORIGIN]) + radius(circle1) == 3 / 2 +} +hide(sketch002) +region002 = region(point = [0in, 0in], sketch = sketch002) + +extrude002 = extrude(region002, length = 2, symmetric = true) + +// Model the two exterior bungs +sketch003 = sketch(on = -YZ) { + line1 = line(start = [var 0in, var 0in], end = [var -0.3in, var -0.1in], construction = true) + coincident([line1.start, ORIGIN]) + line2 = line(start = [var 0in, var 0in], end = [var 0.3in, var 0.1in], construction = true) + coincident([line2.start, line1.start]) + coincident([line2, line1]) + equalLength([line2, line1]) + circle1 = circle(start = [var 0.44in, var 0.03in], center = [var 0.3in, var 0.1in]) + coincident([circle1.center, line2.end]) + circle2 = circle(start = [var -0.15in, var -0.15in], center = [var -0.3in, var -0.1in]) + coincident([circle2.center, line1.end]) + circle3 = circle(start = [var -0.17in, var -0.14in], center = [var -0.3in, var -0.1in]) + coincident([circle3.center, line1.end]) + circle4 = circle(start = [var 0.3in, var -0.04in], center = [var 0.3in, var 0.1in]) + coincident([circle4.center, line2.end]) + equalRadius([circle2, circle1]) + equalRadius([circle4, circle3]) + radius(circle1) == .2 + radius(circle4) == .17 + horizontalDistance([circle3.center, circle4.center]) == .75 + verticalDistance([circle3.center, circle4.center]) == .2 +} +hide(sketch003) + +region003 = region(point = [-0.5707679in, -0.0595579in], sketch = sketch003) +region004 = region(point = [0.2134512in, 0.2177397in], sketch = sketch003) + +extrude001 = extrude([region003, region004], length = 1.8) + |> appearance(color = "#ededed", opacity = 30) + + // Rotate the outlet bungs into position, then cut so they fit the housing + |> rotate(pitch = 45, global = true) + |> subtract(tools = extrude002) + +// Model a pocket on the front face of the housing +sketch004 = sketch(on = offsetPlane(XZ, offset = 0.73)) { + arc1 = arc(start = [var -0.13in, var 1.27in], end = [var -1.27in, var -0.18in], center = [var 0in, var 0in]) + coincident([arc1.center, ORIGIN]) + arc2 = arc(start = [var 0.91in, var -1.04in], end = [var 1.28in, var -0.5in], center = [var 0in, var 0in]) + coincident([arc2.center, arc1.center]) + coincident([arc2.start, arc2.start]) + arc3 = arc(start = [var 0.05in, var 1.2in], end = [var -0.13in, var 1.27in], center = [var -0.11in, var 1.07in]) + coincident([arc1.start, arc3.end]) + tangent([arc1, arc3]) + arc4 = arc(start = [var 1.28in, var -0.5in], end = [var 1.25in, var -0.31in], center = [var 1.1in, var -0.43in]) + coincident([arc2.end, arc4.start]) + tangent([arc2, arc4]) + arc5 = arc(start = [var 0.7in, var -1.07in], end = [var 0.91in, var -1.04in], center = [var 0.78in, var -0.89in]) + coincident([arc2.start, arc5.end]) + tangent([arc2, arc5]) + arc6 = arc(start = [var -1.27in, var -0.18in], end = [var -1.14in, var -0.34in], center = [var -1.07in, var -0.15in]) + coincident([arc1.end, arc6.start]) + tangent([arc1, arc6]) + line1 = line(start = [var -1.14in, var -0.34in], end = [var 0.7in, var -1.07in]) + coincident([line1.start, arc6.end]) + coincident([line1.end, arc5.start]) + line2 = line(start = [var 1.25in, var -0.31in], end = [var 0.05in, var 1.2in]) + coincident([line2.start, arc4.end]) + coincident([line2.end, arc3.start]) + tangent([line1, arc6]) + tangent([line1, arc5]) + tangent([line2, arc4]) + tangent([line2, arc3]) + equalRadius([arc5, arc4, arc3, arc6]) + radius(arc6) == .2 + radius(arc1) == 1.28in + radius(arc2) == 1.38in + circle1 = circle(start = [var 0.59in, var -0.15in], center = [var 0in, var 0in]) + coincident([circle1.center, arc1.center]) + diameter(circle1) == 1.22in +} +hide(sketch004) +region006 = region(point = [-1.007515in, 0.7893424in], sketch = sketch004) + +extrude004 = extrude(region006, length = .02) + |> appearance(color = "#ededed", opacity = 30) + +// Sketch the path for the front face inlet bung +sketch005 = sketch(on = XY) { + line1 = line(start = [var 0in, var -0.7in], end = [var 0in, var -0.75in]) + vertical([line1.start, ORIGIN]) + vertical([line1.end, ORIGIN]) + verticalDistance([line1.start, ORIGIN]) == 0.7 + verticalDistance([line1.end, line1.start]) == .05 + arc1 = arc(start = [var 0in, var -0.75in], end = [var 0.6in, var -1.16in], center = [var 0.47in, var -0.75in]) + coincident([line1.end, arc1.start]) + tangent([line1, arc1]) + arc2 = arc(start = [var 0.91in, var -1.09in], end = [var 0.6in, var -1.16in], center = [var 0.98in, var -2.13in]) + coincident([arc1.end, arc2.end]) + tangent([arc1, arc2]) +} + +// Model the profile of the front inlet bung, then sweep +sketch006 = sketch(on = offsetPlane(XZ, offset = 0.7)) { + circle1 = circle(start = [var 0.17in, var 0.15in], center = [var 0in, var 0in]) + coincident([circle1.center, ORIGIN]) + circle2 = circle(start = [var 0.12in, var 0.09in], center = [var 0in, var 0in]) + coincident([circle2.center, circle1.center]) + radius(circle1) == 0.2 + radius(circle2) == 0.17 +} +hide(sketch006) +region005 = region(point = [-0.1498938in, -0.1322592in], sketch = sketch006) + +sweep001 = sweep(region005, path = sketch005) + |> appearance(color = "#ededed", opacity = 30) + |> rotate(pitch = 80) + +// Sketch the path for the rear face inlet bung +sketch007 = sketch(on = XY) { + line1 = line(start = [var 0in, var 0.7in], end = [var 0in, var 0.75in]) + vertical([line1.start, ORIGIN]) + vertical([line1.end, ORIGIN]) + arc1 = arc(start = [var 0.53in, var 1.23in], end = [var 0in, var 0.75in], center = [var 0.48in, var 0.75in]) + coincident([line1.end, arc1.end]) + tangent([line1, arc1]) + arc2 = arc(start = [var 0.53in, var 1.23in], end = [var 0.81in, var 1.2in], center = [var 1.32in, var 8.66in]) + coincident([arc1.start, arc2.start]) + tangent([arc1, arc2]) + verticalDistance([ORIGIN, line1.start]) == .7 + verticalDistance([line1.start, line1.end]) == .05 + line2 = line(start = [var 0.48in, var 0.75in], end = [var 0.53in, var 1.23in], construction = true) + coincident([line2.start, arc1.center]) + coincident([line2.end, arc2.start]) + angle([line2, line1]) == 6 +} + +// Model the profile of the rear inlet bung, then sweep +sketch008 = sketch(on = offsetPlane(XZ, offset = -0.7)) { + circle1 = circle(start = [var 0.17in, var 0.15in], center = [var 0in, var 0in]) + coincident([circle1.center, ORIGIN]) + circle2 = circle(start = [var 0.12in, var 0.09in], center = [var 0in, var 0in]) + coincident([circle2.center, circle1.center]) + radius(circle1) == 0.2 + radius(circle2) == 0.17 +} +hide(sketch008) +region008 = region(point = [-0.1498938in, -0.1322592in], sketch = sketch008) + +sweep002 = sweep(region008, path = sketch007) + |> appearance(color = "#ededed", opacity = 30) + |> rotate(pitch = 75) diff --git a/content/pages/docs/kcl-samples/artificial-heart/impeller.kcl b/content/pages/docs/kcl-samples/artificial-heart/impeller.kcl new file mode 100644 index 00000000..a277b62b --- /dev/null +++ b/content/pages/docs/kcl-samples/artificial-heart/impeller.kcl @@ -0,0 +1,123 @@ +// Impeller + +// Set units +@settings(defaultLengthUnit = in, experimentalFeatures = allow) + +// Define parameters +impellerDiameter = 3 +plateHeight = 0.1 +vaneCount = 7 +vaneHeight = 0.1 +vaneThickness = 0.14 +mountDiameter = 0.25 + +// Revolve the base plate of the impeller +sketch002 = sketch(on = XY) { + line2 = line(start = [var 1.5in, var 0.25in], end = [var 1.5in, var 0.35in]) + line3 = line(start = [var 1.5in, var 0.35in], end = [var 0.49in, var 0.35in]) + coincident([line2.end, line3.start]) + arc4 = arc(start = [var 0.33in, var 0.46in], end = [var 0.49in, var 0.35in], center = [var 0.49in, var 0.52in]) + coincident([line3.end, arc4.end]) + line5 = line(start = [var 0.33in, var 0.46in], end = [var 0.24in, var 0.69in]) + coincident([arc4.start, line5.start]) + line6 = line(start = [var 0.24in, var 0.69in], end = [var 0in, var 0.69in]) + coincident([line5.end, line6.start]) + distance([line2.start, line2.end]) == plateHeight + horizontal(line3) + horizontal(line6) + line8 = line(start = [var 0in, var 0in], end = [var 2.31in, var 0in], construction = true) + horizontal([line8.end, ORIGIN]) + line10 = line(start = [var 1.5in, var -0.25in], end = [var 1.5in, var -0.35in]) + line11 = line(start = [var 1.5in, var -0.35in], end = [var 0.49in, var -0.35in]) + coincident([line10.end, line11.start]) + arc1 = arc(start = [var 0.49in, var -0.35in], end = [var 0.33in, var -0.46in], center = [var 0.49in, var -0.52in]) + coincident([line11.end, arc1.start]) + tangent([line11, arc1]) + line12 = line(start = [var 0.33in, var -0.46in], end = [var 0.24in, var -0.69in]) + coincident([line12.start, arc1.end]) + line13 = line(start = [var 0.24in, var -0.69in], end = [var 0in, var -0.69in]) + coincident([line12.end, line13.start]) + symmetric([line2, line10], axis = line8) + vertical(line2) + symmetric([line11, line3], axis = line8) + symmetric([arc1, arc4], axis = line8) + symmetric([line12, line5], axis = line8) + symmetric([line13, line6], axis = line8) + coincident([line8.start, ORIGIN]) + tangent([line5, arc4]) + line1 = line(start = [var 0.4in, var 0in], end = [var 0.4in, var 0.25in]) + horizontal([line1.start, ORIGIN]) + line4 = line(start = [var 0.4in, var 0.25in], end = [var 1.5in, var 0.25in]) + coincident([line1.end, line4.start]) + coincident([line4.end, line2.start]) + line7 = line(start = [var 0in, var 0.69in], end = [var 0in, var -0.69in]) + coincident([line7.start, line6.end]) + coincident([line7.end, line13.end]) + line9 = line(start = [var 0.4in, var 0in], end = [var 0.4in, var -0.25in]) + coincident([line9.start, line1.start]) + line14 = line(start = [var 0.4in, var -0.25in], end = [var 1.5in, var -0.25in]) + coincident([line9.end, line14.start]) + coincident([line14.end, line10.start]) + vertical(line1) + distance([line1.start, line1.end]) == 0.25 + horizontal(line4) + horizontalDistance([line8.start, line4.end]) == impellerDiameter / 2 + horizontalDistance([line8.start, line9.start]) == .4 + symmetric([line1, line9], axis = line8) + symmetric([line14, line4], axis = line8) + vertical(line7) + coincident([line7, line8.start]) +} +hide(sketch002) +region002 = region(segments = [sketch002.line1, sketch002.line2]) +basePlate = revolve(region002, axis = Y) + +// Model a vane of the impeller +sketch003 = sketch(on = offsetPlane(XZ, offset = 0.4)) { + arc1 = arc(start = [var -0.04in, var -0.71in], end = [var 1.46in, var 0.12in], center = [var 0.47in, var 0.14in]) + arc2 = arc(start = [var 0.04in, var -0.59in], end = [var -0.04in, var -0.71in], center = [var 0in, var -0.65in]) + coincident([arc1.start, arc2.end]) + arc3 = arc(start = [var 0.04in, var -0.59in], end = [var 1.32in, var 0.12in], center = [var 0.47in, var 0.14in]) + coincident([arc2.start, arc3.start]) + arc4 = arc(start = [var 1.46in, var 0.12in], end = [var 1.32in, var 0.12in], center = [var 1.39in, var 0.12in]) + coincident([arc3.end, arc4.end]) + coincident([arc1.end, arc4.start]) + radius(arc2) == 0.07in + diameter(arc3) == 1.7 + radius(arc4) == 0.07in + line2 = line(start = [var 1.39in, var 0.12in], end = [var 0in, var 0in], construction = true) + coincident([line2.end, ORIGIN]) + line3 = line(start = [var 0in, var 0in], end = [var 0in, var -0.65in], construction = true) + coincident([line2.end, line3.start]) + coincident([line3.end, arc2.center]) + line4 = line(start = [var -0.04in, var -0.71in], end = [var 0.04in, var -0.59in], construction = true) + coincident([line4.start, arc1.start]) + coincident([line4.end, arc2.start]) + coincident([line3.end, line4]) + line5 = line(start = [var 1.32in, var 0.12in], end = [var 1.46in, var 0.12in], construction = true) + coincident([line5.start, arc4.end]) + coincident([line5.end, arc1.end]) + coincident([line2.start, line5]) + equalLength([line4, line5]) + distance([line5.start, line5.end]) == vaneThickness + vertical(line3) + distance([line3.start, line3.end]) == 0.65 + coincident([arc3.center, arc1.center]) + tangent([arc1, arc2]) + tangent([arc3, arc4]) + angle([line2, line3]) == 85 + distance([line2.start, line2.end]) == 1.4 + coincident([line2.start, arc4.center]) +} +hide(sketch003) +region003 = region(point = [0.9542in, -0.7280643in], sketch = sketch003) + +vane = extrude(region003, length = vaneHeight) + // Pattern the vane around the Z axis + |> patternCircular3d( + useOriginal = true, + instances = vaneCount, + axis = Y, + center = [0, 0, 0], + ) + |> patternLinear3d(instances = 2, distance = 1, axis = Y) diff --git a/content/pages/docs/kcl-samples/artificial-heart/main.kcl b/content/pages/docs/kcl-samples/artificial-heart/main.kcl new file mode 100644 index 00000000..edf87f0f --- /dev/null +++ b/content/pages/docs/kcl-samples/artificial-heart/main.kcl @@ -0,0 +1,12 @@ +// Artificial Heart +// A model of a permanent electromagnetic blood pump +// Categories: Medical + +// Define units +@settings(defaultLengthUnit = mm) + +// Import all components +import "housing.kcl" as housing +import "stator.kcl" as stator +import "impeller.kcl" as impeller +import "plumbing.kcl" as plumbing diff --git a/content/pages/docs/kcl-samples/artificial-heart/plumbing.kcl b/content/pages/docs/kcl-samples/artificial-heart/plumbing.kcl new file mode 100644 index 00000000..126940a7 --- /dev/null +++ b/content/pages/docs/kcl-samples/artificial-heart/plumbing.kcl @@ -0,0 +1,114 @@ +// Plumbing + +// Set units +@settings(defaultLengthUnit = in) + +// Draw the sweep path for the aorta and pulmonary artery +sketch002 = sketch(on = XZ) { + line1 = line(start = [var 0in, var 0in], end = [var -1.17in, var 1.17in], construction = true) + coincident([line1.start, ORIGIN]) + arc1 = arc(start = [var -1.17in, var 1.17in], end = [var -3.68in, var -0.77in], center = [var -2.3in, var 0.04in]) + coincident([line1.end, arc1.start]) + tangent([line1, arc1]) + line2 = line(start = [var -3.68in, var -0.77in], end = [var -2.09in, var -3.51in]) + coincident([line2.start, arc1.end]) + tangent([line2, arc1]) + line3 = line(start = [var 0in, var 0in], end = [var -1.72in, var 0in], construction = true) + coincident([line3.start, line1.start]) + horizontal([line3.end, ORIGIN]) + horizontal(line3) + angle([line1, line3]) == 45 + distance([line1.start, line1.end]) == 1.65in + radius(arc1) == 3.2 / 2 + circle1 = circle(start = [var 1.18in, var 0.93in], center = [var 0in, var 0in], construction = true) + coincident([circle1.center, line3.start]) + radius(circle1) == 3 / 2 +} + +// Draw the tube profiles for the aorta and pulmonary artery +sketch003 = sketch(on = offsetPlane(-YZ, offset = 1.65)) { + line1 = line(start = [var 0in, var 0in], end = [var -0.3in, var -0.1in], construction = true) + coincident([line1.start, ORIGIN]) + line2 = line(start = [var 0in, var 0in], end = [var 0.3in, var 0.1in], construction = true) + coincident([line2.start, line1.start]) + coincident([line2, line1]) + equalLength([line2, line1]) + circle1 = circle(start = [var 0.44in, var 0.03in], center = [var 0.3in, var 0.1in]) + coincident([circle1.center, line2.end]) + circle2 = circle(start = [var -0.15in, var -0.15in], center = [var -0.3in, var -0.1in]) + coincident([circle2.center, line1.end]) + circle3 = circle(start = [var -0.17in, var -0.14in], center = [var -0.3in, var -0.1in]) + coincident([circle3.center, line1.end]) + circle4 = circle(start = [var 0.3in, var -0.04in], center = [var 0.3in, var 0.1in]) + coincident([circle4.center, line2.end]) + equalRadius([circle2, circle1]) + equalRadius([circle4, circle3]) + radius(circle1) == .25 + radius(circle4) == .17 + horizontalDistance([circle3.center, circle4.center]) == .75 + verticalDistance([circle3.center, circle4.center]) == .2 +} +hide(sketch003) + +// Sweep the pulmonary artery +region003 = region(point = [-0.5707679in, -0.0595579in], sketch = sketch003) + |> rotate(pitch = 45, global = true) + |> sweep(path = clone(sketch002)) + |> appearance(color = "#0e23be") + +// Sweep the aorta +region004 = region(point = [0.2134512in, 0.2177397in], sketch = sketch003) + |> rotate(pitch = 45, global = true) + |> sweep(path = sketch002) + |> appearance(color = "#a60c0c") + +// Model the sweep path for the pulmonary vein and the superior vena cava +sketch009 = sketch(on = XZ) { + line1 = line(start = [var 0.8in, var 0in], end = [var 0.85in, var 0in]) + horizontal([line1.start, ORIGIN]) + horizontal([line1.end, ORIGIN]) + arc1 = arc(start = [var 1.77in, var -0.57in], end = [var 0.85in, var 0in], center = [var 0.85in, var -1.02in]) + coincident([line1.end, arc1.end]) + tangent([line1, arc1]) + arc2 = arc(start = [var 1.77in, var -0.57in], end = [var 2.72in, var -2.27in], center = [var 18.45in, var 7.67in]) + coincident([arc1.start, arc2.start]) + tangent([arc1, arc2]) + distance([line1.start, line1.end]) == .05 + horizontalDistance([ORIGIN, line1.start]) == .8 +} + +// Sketch the tube profile for the pulmonary vein, then sweep +sketch010 = sketch(on = offsetPlane(YZ, offset = 0.8)) { + circle1 = circle(start = [var -0.92in, var -0.08in], center = [var -1.1in, var 0in]) + horizontal([circle1.center, ORIGIN]) + circle2 = circle(start = [var -0.9in, var -0.15in], center = [var -1.1in, var 0in]) + coincident([circle2.center, circle1.center]) + radius(circle2) == .25 + radius(circle1) == 0.2in +} +hide(sketch010) +region007 = region(point = [-1.3010016in, 0.1495594in], sketch = sketch010) +sweep003 = sweep(region007, path = clone(sketch009)) + // Move the vein into position at the inlet bung + |> rotate(pitch = 80) + |> rotate(roll = 4, yaw = 2) + |> translate(y = -.027, z = .08) + |> appearance(color = "#a60c0c") + +// Sketch the tube profile of the superior vena cava, then sweep +sketch011 = sketch(on = offsetPlane(YZ, offset = 0.8)) { + circle1 = circle(start = [var 0.92in, var -0.08in], center = [var 1.1in, var 0in]) + horizontal([circle1.center, ORIGIN]) + circle2 = circle(start = [var 0.9in, var -0.15in], center = [var 1.1in, var 0in]) + coincident([circle2.center, circle1.center]) + radius(circle2) == .25 + radius(circle1) == 0.2in +} +hide(sketch011) +region0011 = region(point = [1.3010016in, 0.1495594in], sketch = sketch011) +sweep004 = sweep(region0011, path = sketch009) + // Move it into position at the inlet bung + |> rotate(pitch = 75) + |> rotate(roll = -4, yaw = -4) + |> translate(x = -.11, y = 0.17, z = .1) + |> appearance(color = "#0e23be") diff --git a/content/pages/docs/kcl-samples/artificial-heart/stator.kcl b/content/pages/docs/kcl-samples/artificial-heart/stator.kcl new file mode 100644 index 00000000..94b17827 --- /dev/null +++ b/content/pages/docs/kcl-samples/artificial-heart/stator.kcl @@ -0,0 +1,111 @@ +// Stator + +// Set units +@settings(defaultLengthUnit = in) + +// Sketch the PCB profile +sketch001 = sketch(on = offsetPlane(XZ, offset = -.26)) { + circle1 = circle(start = [var 1.17in, var 0.8in], center = [var 0mm, var 0mm]) + coincident([circle1.center, ORIGIN]) + circle2 = circle(start = [var 0.36in, var 0.44in], center = [var 0in, var 0in]) + coincident([circle2.center, circle1.center]) +} + +// Sketch the profile of the stator windings +sketch002 = sketch(on = XZ) { + line1 = line(start = [var -0.21in, var 1.22in], end = [var -0.15in, var 0.97in]) + line2 = line(start = [var 0.15in, var 0.97in], end = [var 0.21in, var 1.22in]) + line3 = line(start = [var 0in, var 0in], end = [var 0in, var 0.51in], construction = true) + coincident([line3.start, ORIGIN]) + vertical([line3.end, ORIGIN]) + arc1 = arc(start = [var -0.15in, var 0.97in], end = [var -0.05in, var 0.9in], center = [var -0.05in, var 1in]) + coincident([line1.end, arc1.start]) + tangent([line1, arc1]) + arc2 = arc(start = [var 0.05in, var 0.9in], end = [var 0.15in, var 0.97in], center = [var 0.05in, var 1in]) + coincident([line2.start, arc2.end]) + tangent([line2, arc2]) + arc3 = arc(start = [var -0.05in, var 0.9in], end = [var 0.05in, var 0.9in], center = [var 0in, var 2.85in]) + coincident([arc3.start, arc1.end]) + coincident([arc2.start, arc3.end]) + tangent([arc2, arc3]) + arc4 = arc(start = [var -0.12in, var 1.35in], end = [var -0.21in, var 1.22in], center = [var -0.12in, var 1.25in]) + coincident([line1.start, arc4.end]) + tangent([line1, arc4]) + arc5 = arc(start = [var 0.21in, var 1.22in], end = [var 0.12in, var 1.35in], center = [var 0.12in, var 1.25in]) + coincident([line2.end, arc5.start]) + tangent([line2, arc5]) + arc6 = arc(start = [var 0.12in, var 1.35in], end = [var -0.12in, var 1.35in], center = [var 0in, var -1.7in]) + coincident([arc6.start, arc5.end]) + coincident([arc4.start, arc6.end]) + tangent([arc4, arc6]) + symmetric([arc5, arc4], axis = line3) + symmetric([line2, line1], axis = line3) + symmetric([arc2, arc1], axis = line3) + tangent([arc3, arc1]) + angle([line1, line2]) == 180 - 30 + tangent([arc5, arc6]) + verticalDistance([line3.start, arc2.center]) == 1 + horizontalDistance([arc1.center, arc2.center]) == .1 + verticalDistance([line3.start, arc5.center]) == 1.25 + radius(arc1) == .1 + equalRadius([arc4, arc1]) + arc7 = arc(start = [var -0.12in, var 1.45in], end = [var -0.31in, var 1.2in], center = [var -0.12in, var 1.25in]) + coincident([arc7.center, arc4.center]) + arc8 = arc(start = [var -0.24in, var 0.95in], end = [var -0.05in, var 0.8in], center = [var -0.05in, var 1in]) + coincident([arc8.center, arc1.center]) + arc9 = arc(start = [var 0.05in, var 0.8in], end = [var 0.24in, var 0.95in], center = [var 0.05in, var 1in]) + coincident([arc9.center, arc2.center]) + arc10 = arc(start = [var 0.31in, var 1.2in], end = [var 0.12in, var 1.45in], center = [var 0.12in, var 1.25in]) + coincident([arc10.center, arc5.center]) + line4 = line(start = [var -0.31in, var 1.2in], end = [var -0.24in, var 0.95in]) + coincident([line4.start, arc7.end]) + coincident([line4.end, arc8.start]) + line5 = line(start = [var 0.24in, var 0.95in], end = [var 0.31in, var 1.2in]) + coincident([line5.start, arc9.end]) + coincident([line5.end, arc10.start]) + line6 = line(start = [var -0.05in, var 0.8in], end = [var 0.05in, var 0.8in]) + coincident([line6.start, arc8.end]) + coincident([line6.end, arc9.start]) + line7 = line(start = [var -0.12in, var 1.45in], end = [var 0.12in, var 1.45in]) + coincident([line7.start, arc7.start]) + coincident([line7.end, arc10.end]) + symmetric([arc7, arc10], axis = line3) + symmetric([line4, line5], axis = line3) + symmetric([arc8, arc9], axis = line3) + parallel([line4, line1]) + tangent([line4, arc7]) + tangent([line7, arc7]) + tangent([line7, arc10]) + tangent([line5, arc10]) + tangent([line5, arc9]) + tangent([line6, arc9]) + tangent([line6, arc8]) + equalRadius([arc8, arc7]) + radius(arc8) == 0.2 +} +hide(sketch002) + +// Select and extrude the stator cores +region001 = region(point = [-0.1799838in, 1.0991161in], sketch = sketch002) +extrude001 = extrude(region001, length = .35, symmetric = true) + +hide(sketch002) + +// Select and extrude the stator windings +region002 = region(point = [-0.2755823in, 1.3716893in], sketch = sketch002) +extrude002 = extrude(region002, length = .3, symmetric = true) + |> appearance(color = "#d54b10") + +// Pattern both elements +pattern001 = patternCircular3d( + [extrude001, extrude002], + instances = 12, + axis = Y, + center = [0, 0, 0], +) +hidden001 = hide(sketch001) + +// Extrude the motor board +region003 = region(point = [-1.1699188in, -0.7999444in], sketch = sketch001) +extrude003 = extrude(region003, length = .1) + |> appearance(color = "#115D33") diff --git a/content/pages/docs/kcl-samples/i-beam/main.kcl b/content/pages/docs/kcl-samples/i-beam/main.kcl index c31194df..9689ba8f 100644 --- a/content/pages/docs/kcl-samples/i-beam/main.kcl +++ b/content/pages/docs/kcl-samples/i-beam/main.kcl @@ -11,229 +11,118 @@ beamHeight = 4 flangeWidth = 2.663 flangeThickness = 0.293 webThickness = 0.193 -rootRadius = 0.457 +rootRadius = .457 beamSection = sketch(on = XZ) { - topFlangeLeftOuterEdge = line(start = [var -1.33in, var 2in], end = [var 0in, var 2in]) - horizontal(topFlangeLeftOuterEdge) - - bottomFlangeLeftOuterEdge = line(start = [var -1.33in, var -2in], end = [var 0in, var -2in]) - verticalDistance([ - bottomFlangeLeftOuterEdge.start, - topFlangeLeftOuterEdge.start -]) == beamHeight - horizontal(bottomFlangeLeftOuterEdge) - - bottomCenterGuide = line(start = [var 0in, var -2in], end = [var 0in, var 0in], construction = true) - coincident([ - bottomCenterGuide.start, - bottomFlangeLeftOuterEdge.end - ]) - coincident([bottomCenterGuide.end, ORIGIN]) - vertical(bottomCenterGuide) - - topCenterGuide = line(start = [var 0in, var 0in], end = [var 0in, var 2in], construction = true) - coincident([ - topCenterGuide.start, - bottomCenterGuide.end - ]) - coincident([ - topCenterGuide.end, - topFlangeLeftOuterEdge.end - ]) - vertical(topCenterGuide) - equalLength([topCenterGuide, bottomCenterGuide]) - - topFlangeRightOuterEdge = line(start = [var 0in, var 2in], end = [var 1.33in, var 2in]) - coincident([ - topFlangeRightOuterEdge.start, - topFlangeLeftOuterEdge.end - ]) - - bottomFlangeRightOuterEdge = line(start = [var 0in, var -2in], end = [var 1.33in, var -2in]) - horizontal(bottomFlangeLeftOuterEdge) - horizontal(topFlangeRightOuterEdge) - coincident([ - bottomFlangeRightOuterEdge.start, - bottomFlangeLeftOuterEdge.end - ]) - horizontal(bottomFlangeRightOuterEdge) - horizontalDistance([ - topFlangeLeftOuterEdge.start, - topFlangeRightOuterEdge.end -]) == flangeWidth - equalLength([ - topFlangeLeftOuterEdge, - topFlangeRightOuterEdge, - bottomFlangeLeftOuterEdge, - bottomFlangeRightOuterEdge - ]) - - topFlangeLeftOuterSide = line(start = [var -1.33in, var 2in], end = [var -1.33in, var 1.71in]) - coincident([ - topFlangeLeftOuterSide.start, - topFlangeLeftOuterEdge.start - ]) - - topFlangeLeftInnerEdge = line(start = [var -1.33in, var 1.71in], end = [var -0.59in, var 1.71in]) - coincident([ - topFlangeLeftInnerEdge.start, - topFlangeLeftOuterSide.end - ]) - vertical(topFlangeLeftOuterSide) - horizontal(topFlangeLeftInnerEdge) - verticalDistance([ - topFlangeLeftOuterSide.end, - topFlangeLeftOuterSide.start -]) == flangeThickness - - topFlangeRightOuterSide = line(start = [var 1.33in, var 2in], end = [var 1.33in, var 1.71in]) - coincident([ - topFlangeRightOuterSide.start, - topFlangeRightOuterEdge.end - ]) - - topFlangeRightInnerEdge = line(start = [var 1.33in, var 1.71in], end = [var 0.55in, var 1.71in]) - coincident([ - topFlangeRightOuterSide.end, - topFlangeRightInnerEdge.start - ]) - - bottomFlangeRightOuterSide = line(start = [var 1.33in, var -2in], end = [var 1.33in, var -1.71in]) - coincident([ - bottomFlangeRightOuterSide.start, - bottomFlangeRightOuterEdge.end - ]) - - bottomFlangeRightInnerEdge = line(start = [var 1.33in, var -1.71in], end = [var 0.54in, var -1.71in]) - coincident([ - bottomFlangeRightOuterSide.end, - bottomFlangeRightInnerEdge.start - ]) - - bottomFlangeLeftOuterSide = line(start = [var -1.33in, var -2in], end = [var -1.33in, var -1.71in]) - coincident([ - bottomFlangeLeftOuterSide.start, - bottomFlangeLeftOuterEdge.start - ]) - - bottomFlangeLeftInnerEdge = line(start = [var -1.33in, var -1.71in], end = [var -0.67in, var -1.71in]) - coincident([ - bottomFlangeLeftOuterSide.end, - bottomFlangeLeftInnerEdge.start - ]) - - vertical(bottomFlangeLeftOuterSide) - vertical(bottomFlangeRightOuterSide) - vertical(topFlangeRightOuterSide) - equalLength([ - topFlangeLeftOuterSide, - topFlangeRightOuterSide, - bottomFlangeLeftOuterSide, - bottomFlangeRightOuterSide - ]) - - horizontal(topFlangeLeftInnerEdge) - horizontal(topFlangeRightInnerEdge) - horizontal(bottomFlangeRightInnerEdge) - horizontal(bottomFlangeLeftInnerEdge) - - topRightRootArc = arc(start = [var 0.55in, var 1.71in], end = [var 0.1in, var 1.26in], center = [var 0.55in, var 1.3in]) - coincident([ - topRightRootArc.start, - topFlangeRightInnerEdge.end - ]) - - bottomRightRootArc = arc(start = [var 0.14in, var -1.31in], end = [var 0.54in, var -1.71in], center = [var 0.54in, var -1.31in]) - - bottomLeftRootArc = arc(start = [var -0.67in, var -1.71in], end = [var -0.19in, var -1.23in], center = [var -0.67in, var -1.23in]) - coincident([ - bottomLeftRootArc.start, - bottomFlangeLeftInnerEdge.end - ]) - - topLeftRootArc = arc(start = [var -0.1in, var 1.22in], end = [var -0.59in, var 1.71in], center = [var -0.59in, var 1.22in]) - coincident([ - topLeftRootArc.end, - topFlangeLeftInnerEdge.end - ]) - coincident([ - bottomRightRootArc.end, - bottomFlangeRightInnerEdge.end - ]) - - tangent([topFlangeLeftInnerEdge, topLeftRootArc]) - tangent([ - topFlangeRightInnerEdge, - topRightRootArc - ]) - tangent([ - bottomFlangeRightInnerEdge, - bottomRightRootArc - ]) - tangent([ - bottomFlangeLeftInnerEdge, - bottomLeftRootArc - ]) - - leftWebEdge = line(start = [var -0.19in, var -1.23in], end = [var -0.19in, var 1.33in]) - coincident([ - leftWebEdge.start, - bottomLeftRootArc.end - ]) - coincident([leftWebEdge.end, topLeftRootArc.start]) - - rightWebEdge = line(start = [var 0.14in, var -1.31in], end = [var 0.08in, var 1.23in]) - coincident([ - rightWebEdge.start, - bottomRightRootArc.start - ]) - coincident([rightWebEdge.end, topRightRootArc.end]) - vertical(rightWebEdge) - vertical(leftWebEdge) - tangent([leftWebEdge, topLeftRootArc]) - tangent([leftWebEdge, bottomLeftRootArc]) - tangent([rightWebEdge, bottomRightRootArc]) - tangent([rightWebEdge, topRightRootArc]) - - leftWebThicknessGuide = line(start = [var -0.16in, var -1.23in], end = [var -0in, var -1.23in], construction = true) - coincident([ - leftWebThicknessGuide.start, - leftWebEdge.start - ]) - - rightWebThicknessGuide = line(start = [var 0.16in, var -1.23in], end = [var -0in, var -1.23in], construction = true) - coincident([ - rightWebThicknessGuide.start, - bottomRightRootArc.start - ]) - coincident([ - rightWebThicknessGuide.end, - bottomCenterGuide - ]) - coincident([ - leftWebThicknessGuide.end, - rightWebThicknessGuide.end - ]) - horizontal(leftWebThicknessGuide) - horizontal(rightWebThicknessGuide) - equalLength([ - rightWebThicknessGuide, - leftWebThicknessGuide - ]) - - horizontalDistance([ - leftWebThicknessGuide.start, - rightWebThicknessGuide.start -]) == webThickness - radius(bottomLeftRootArc) == rootRadius - radius(topLeftRootArc) == rootRadius - equalLength([ - topFlangeRightInnerEdge, - topFlangeLeftInnerEdge - ]) + line1 = line(start = [var -1.33in, var 2in], end = [var 1.33in, var 2in], construction = true) + line2 = line(start = [var 1.33in, var 2in], end = [var 1.33in, var 1.71in], construction = true) + coincident([line1.end, line2.start]) + line3 = line(start = [var 1.33in, var 1.71in], end = [var -0.1in, var 1.71in], construction = true) + coincident([line2.end, line3.start]) + line4 = line(start = [var -0.1in, var 1.71in], end = [var -0.1in, var -1.71in], construction = true) + coincident([line3.end, line4.start]) + line5 = line(start = [var -0.1in, var -1.71in], end = [var 1.33in, var -1.71in], construction = true) + coincident([line4.end, line5.start]) + line6 = line(start = [var 1.33in, var -1.71in], end = [var 1.33in, var -2in], construction = true) + coincident([line5.end, line6.start]) + line7 = line(start = [var 1.33in, var -2in], end = [var -1.33in, var -2in], construction = true) + coincident([line6.end, line7.start]) + line8 = line(start = [var -1.33in, var -2in], end = [var -1.33in, var -1.71in], construction = true) + coincident([line7.end, line8.start]) + line9 = line(start = [var -1.33in, var -1.71in], end = [var 0.1in, var -1.71in], construction = true) + coincident([line8.end, line9.start]) + line10 = line(start = [var 0.1in, var -1.71in], end = [var 0.1in, var 1.71in], construction = true) + coincident([line9.end, line10.start]) + line11 = line(start = [var 0.1in, var 1.71in], end = [var -1.33in, var 1.71in], construction = true) + coincident([line10.end, line11.start]) + line12 = line(start = [var -1.33in, var 1.71in], end = [var -1.33in, var 2in], construction = true) + coincident([line11.end, line12.start]) + coincident([line12.end, line1.start]) + line13 = line(start = [var 0in, var -2.71in], end = [var 0in, var 2.86in], construction = true) + vertical([line13.start, ORIGIN]) + vertical([line13.end, ORIGIN]) + line14 = line(start = [var -2.69in, var 0in], end = [var 3.15in, var 0in], construction = true) + horizontal([line14.start, ORIGIN]) + horizontal([line14.end, ORIGIN]) + horizontal(line1) + horizontal(line3) + vertical(line2) + vertical(line4) + distance([line1.start, line1.end]) == flangeWidth + distance([line2.start, line2.end]) == flangeThickness + verticalDistance([line8.start, line12.end]) == beamHeight + symmetric([line2, line12], axis = line13) + symmetric([line3, line11], axis = line13) + symmetric([line1, line7], axis = line14) + symmetric([line5, line3], axis = line14) + symmetric([line6, line8], axis = line13) + symmetric([line5, line9], axis = line13) + symmetric([line5, line3], axis = line14) + coincident([line6, line2]) + symmetric([line10, line4], axis = line13) + distance([line4, line10]) == webThickness + line15 = line(start = [var -1.33in, var 2in], end = [var 1.33in, var 2in]) + line16 = line(start = [var 1.33in, var 2in], end = [var 1.33in, var 1.71in]) + coincident([line15.end, line16.start]) + line17 = line(start = [var 1.33in, var 1.71in], end = [var 0.55in, var 1.71in]) + coincident([line16.end, line17.start]) + line18 = line(start = [var 0.1in, var 1.25in], end = [var 0.1in, var -1.25in]) + line19 = line(start = [var 0.55in, var -1.71in], end = [var 1.33in, var -1.71in]) + line20 = line(start = [var 1.33in, var -1.71in], end = [var 1.33in, var -2in]) + coincident([line19.end, line20.start]) + line21 = line(start = [var 1.33in, var -2in], end = [var -1.33in, var -2in]) + coincident([line20.end, line21.start]) + line22 = line(start = [var -1.33in, var -2in], end = [var -1.33in, var -1.71in]) + coincident([line21.end, line22.start]) + line23 = line(start = [var -1.33in, var -1.71in], end = [var -0.55in, var -1.71in]) + coincident([line22.end, line23.start]) + line24 = line(start = [var -1.33in, var 2in], end = [var -1.33in, var 1.71in]) + coincident([line24.start, line15.start]) + line25 = line(start = [var -1.33in, var 1.71in], end = [var -0.55in, var 1.71in]) + coincident([line24.end, line25.start]) + line26 = line(start = [var -0.1in, var 1.25in], end = [var -0.1in, var -1.25in]) + arc1 = arc(start = [var 0.55in, var 1.71in], end = [var 0.1in, var 1.25in], center = [var 0.55in, var 1.25in]) + coincident([arc1.end, line18.start]) + coincident([line17.end, arc1.start]) + tangent([line17, arc1]) + arc2 = arc(start = [var 0.1in, var -1.25in], end = [var 0.55in, var -1.71in], center = [var 0.55in, var -1.25in]) + coincident([arc2.end, line19.start]) + coincident([line18.end, arc2.start]) + tangent([line18, arc2]) + arc3 = arc(start = [var -0.1in, var 1.25in], end = [var -0.55in, var 1.71in], center = [var -0.55in, var 1.25in]) + tangent([line25, arc3]) + arc4 = arc(start = [var -0.55in, var -1.71in], end = [var -0.1in, var -1.25in], center = [var -0.55in, var -1.25in]) + coincident([arc4.start, line23.end]) + coincident([line26.end, arc4.end]) + tangent([line26, arc4]) + tangent([line18, arc1]) + tangent([line19, arc2]) + tangent([line26, arc3]) + tangent([line23, arc4]) + radius(arc1) == rootRadius + equalRadius([arc1, arc3, arc4, arc2]) + coincident([line24.start, line12.end]) + coincident([line25.start, line12.start]) + coincident([line16.start, line2.start]) + coincident([line17.start, line3.start]) + coincident([line26.start, line4]) + coincident([arc3.start, line26.start]) + coincident([line25.end, line11]) + coincident([arc3.end, line25.end]) + coincident([arc4.end, line4]) + coincident([arc4.start, line9]) + coincident([arc2.start, line10]) + coincident([arc2.end, line5]) + coincident([arc1.end, line10]) + coincident([arc1.start, line3]) + coincident([line23.start, line9.start]) + coincident([line8.start, line22.start]) + coincident([line20.start, line6.start]) + coincident([line21.start, line7.start]) + equalLength([line18, line26]) + verticalDistance([arc1.end, arc1.center]) == 0in } -beamRegion = region(segments = [beamSection.topFlangeLeftOuterEdge]) +beamRegion = region(sketch = beamSection, point = [0, 0]) hide(beamSection) iBeam = extrude(beamRegion, length = beamLength, symmetric = true) diff --git a/content/pages/docs/kcl-samples/manifest.json b/content/pages/docs/kcl-samples/manifest.json index d52f00a1..63de0c8e 100644 --- a/content/pages/docs/kcl-samples/manifest.json +++ b/content/pages/docs/kcl-samples/manifest.json @@ -12,6 +12,23 @@ "main.kcl" ] }, + { + "file": "main.kcl", + "categories": [ + "Medical" + ], + "pathFromProjectDirectoryToFirstFile": "artificial-heart/main.kcl", + "multipleFiles": true, + "title": "Artificial Heart", + "description": "A model of a permanent electromagnetic blood pump", + "files": [ + "housing.kcl", + "impeller.kcl", + "main.kcl", + "plumbing.kcl", + "stator.kcl" + ] + }, { "file": "main.kcl", "categories": [ diff --git a/content/pages/docs/kcl-samples/screenshots/artificial-heart.png b/content/pages/docs/kcl-samples/screenshots/artificial-heart.png new file mode 100644 index 00000000..23f8793b Binary files /dev/null and b/content/pages/docs/kcl-samples/screenshots/artificial-heart.png differ diff --git a/content/pages/docs/kcl-std/functions/std-gdt-concentricity.md b/content/pages/docs/kcl-std/functions/std-gdt-concentricity.md new file mode 100644 index 00000000..7d6438d8 --- /dev/null +++ b/content/pages/docs/kcl-std/functions/std-gdt-concentricity.md @@ -0,0 +1,138 @@ +--- +title: "gdt::concentricity" +subtitle: "Function in std::gdt" +excerpt: "GD&T concentricity annotation specifying how closely a feature's median axis must align with datum references." +layout: manual +--- + +GD&T concentricity annotation specifying how closely a feature's median axis must align with datum references. + +```kcl +gdt::concentricity( + tolerance: number(Length), + datums: [string; 1+], + faces?: [TaggedFace; 1+], + edges?: [Edge; 1+], + precision?: number(_), + framePosition?: Point2d, + framePlane?: Plane, + leaderScale?: number(_), + fontSize?: number(Length), +): [GdtAnnotation; 1+] +``` + +This is part of MBD. + +Concentricity is a location tolerance for features of size. It controls the +derived median points of the annotated feature relative to a datum axis. The +tolerance zone is cylindrical, with a diameter equal to `tolerance`. Datum +references are required. + +In American Society of Mechanical Engineers (ASME) Y14.5, concentricity is +applied regardless of feature size (RFS) and does not use maximum material +condition (MMC) or least material condition (LMC) modifiers. ASME Y14.5-2018 +removed concentricity in favor of other controls such as position or runout +where appropriate. ISO standards use the name coaxiality for this concept. + +### Arguments + +| Name | Type | Description | Required | +|----------|------|-------------|----------| +| `tolerance` | [`number(Length)`](/docs/kcl-std/types/std-types-number) | The diameter of the cylindrical tolerance zone. | Yes | +| `datums` | [[`string`](/docs/kcl-std/types/std-types-string); 1+] | The datum references to display in the feature control frame. Supports up to primary, secondary, and tertiary datums. | Yes | +| `faces` | [[`TaggedFace`](/docs/kcl-std/types/std-types-TaggedFace); 1+] | The faces to be annotated. | No | +| `edges` | [[`Edge`](/docs/kcl-std/types/std-types-Edge); 1+] | The edges to be annotated. | No | +| `precision` | [`number(_)`](/docs/kcl-std/types/std-types-number) | The number of decimal places to display. The default is `3`. Must be greater than or equal to `0` and less than or equal to `9`. | No | +| `framePosition` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | The position of the feature control frame relative to the leader arrow. The default is `[100mm, 100mm]`. | No | +| `framePlane` | [`Plane`](/docs/kcl-std/types/std-types-Plane) | The plane in which to display the feature control frame. The default is `XY`. Other standard planes like `XZ` and `YZ` can also be used. The frame may be displayed in a plane parallel to the given plane. | No | +| `leaderScale` | [`number(_)`](/docs/kcl-std/types/std-types-number) | Visual scale of the leader dot. The default is `1.0`, which maps to the calibrated normal dot size. The value is normalized against `fontSize` so the dot stays consistent as text size changes. Must be greater than `0`. | No | +| `fontSize` | [`number(Length)`](/docs/kcl-std/types/std-types-number) | The model-space height to use for annotation text. The default is `10mm`. Explicit units are supported; bare numbers use the file's default length unit. This changes the scene size, not the internal raster texture quality. | No | + +### Returns + +[[`GdtAnnotation`](/docs/kcl-std/types/std-types-GdtAnnotation); 1+] + + +### Examples + +```kcl +@settings(kclVersion = 2.0) + +datumSketch = sketch(on = XY) { + diameter = line(start = [var -6mm, var 0mm], end = [var 6mm, var 0mm]) + perimeter = arc(start = [var 6mm, var 0mm], end = [var -6mm, var 0mm], center = [var 0mm, var 0mm]) + coincident([diameter.end, perimeter.start]) + coincident([diameter.start, perimeter.end]) +} + +datumCylinder = extrude(region(point = [0mm, 1mm], sketch = datumSketch), length = 10mm) + +controlledSketch = sketch(on = XY) { + diameter = line(start = [var -3mm, var 0mm], end = [var 3mm, var 0mm]) + perimeter = arc(start = [var -3mm, var 0mm], end = [var 3mm, var 0mm], center = [var 0mm, var 0mm]) + coincident([diameter.start, perimeter.start]) + coincident([diameter.end, perimeter.end]) +} + +controlledCylinder = extrude(region(point = [0mm, -1mm], sketch = controlledSketch), length = 10mm) + +gdt::datum( + face = datumCylinder.sketch.tags.perimeter, + name = "A", + framePosition = [-14mm, 8mm], + framePlane = XZ, +) +gdt::concentricity( + faces = [ + controlledCylinder.sketch.tags.perimeter + ], + tolerance = 0.05mm, + datums = ["A"], + framePosition = [12mm, 8mm], + framePlane = XZ, +) + +``` + + +![Rendered example of gdt::concentricity 0](/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity0.png) + +```kcl +@settings(kclVersion = 2.0) + +datumSketch = sketch(on = XY) { + perimeter = circle(start = [var 6mm, var 0mm], center = [var 0mm, var 0mm]) +} + +datumCylinder = extrude(region(point = datumSketch.perimeter.center, sketch = datumSketch), length = 10mm) + +controlledSketch = sketch(on = XY) { + perimeter = circle(start = [var 3mm, var 0mm], center = [var 0mm, var 0mm]) +} + +controlledCylinder = extrude(region(point = controlledSketch.perimeter.center, sketch = controlledSketch), length = 10mm, tagEnd = $top) +topEdge = getCommonEdge(faces = [ + controlledCylinder.sketch.tags.perimeter, + top +]) + +gdt::datum( + face = datumCylinder.sketch.tags.perimeter, + name = "A", + framePosition = [-14mm, 8mm], + framePlane = XZ, +) +gdt::concentricity( + edges = [topEdge], + tolerance = 0.05mm, + datums = ["A"], + framePosition = [12mm, 8mm], + framePlane = XZ, +) + +``` + + +![Rendered example of gdt::concentricity 1](/kcl-test-outputs/serial_test_example_fn_std-gdt-concentricity1.png) + + diff --git a/content/pages/docs/kcl-std/functions/std-sketch-sweep.md b/content/pages/docs/kcl-std/functions/std-sketch-sweep.md index 3d51c4ad..0ca4ffa1 100644 --- a/content/pages/docs/kcl-std/functions/std-sketch-sweep.md +++ b/content/pages/docs/kcl-std/functions/std-sketch-sweep.md @@ -14,6 +14,8 @@ sweep( sectional?: bool, tolerance?: number(Length), relativeTo?: string, + translateProfileToPath?: bool, + orientProfilePerpendicular?: bool, tagStart?: TagDecl, tagEnd?: TagDecl, bodyType?: string, @@ -38,7 +40,9 @@ swept along the same path. | `path` | [`Sketch`](/docs/kcl-std/types/std-types-Sketch) or [`Helix`](/docs/kcl-std/types/std-types-Helix) or [[`Segment`](/docs/kcl-std/types/std-types-Segment); 1+] | The path to sweep the sketch along. | Yes | | `sectional` | [`bool`](/docs/kcl-std/types/std-types-bool) | If true, the sweep will be broken up into sub-sweeps (extrusions, revolves, sweeps) based on the trajectory path components. | No | | `tolerance` | [`number(Length)`](/docs/kcl-std/types/std-types-number) | Defines the smallest distance below which two entities are considered coincident, intersecting, coplanar, or similar. For most use cases, it should not be changed from its default value of 10^-7 millimeters. | No | -| `relativeTo` | [`string`](/docs/kcl-std/types/std-types-string) | What is the sweep relative to? Can be either 'sketchPlane' or 'trajectoryCurve'. | No | +| `relativeTo` | [`string`](/docs/kcl-std/types/std-types-string) | Deprecated; please use 'translateProfileToPath' and 'orientProfilePerpendicular'. What is the sweep relative to? Can be either 'sketchPlane' or 'trajectoryCurve'. | No | +| `translateProfileToPath` | [`bool`](/docs/kcl-std/types/std-types-bool) | If true, the profile being swept will be moved to the path being swept along, before the sweep starts. If false, the profile stays where it is, and the sweep starts from there. Defaults to false. | No | +| `orientProfilePerpendicular` | [`bool`](/docs/kcl-std/types/std-types-bool) | If true, before the sweep starts, the profile will be re-oriented so that it is perpendicular to the path being swept along. If false, the profile is left in its current orientation. Defaults to false. | No | | `tagStart` | [`TagDecl`](/docs/kcl-std/types/std-types-TagDecl) | A named tag for the face at the start of the sweep, i.e. the original sketch. | No | | `tagEnd` | [`TagDecl`](/docs/kcl-std/types/std-types-TagDecl) | A named tag for the face at the end of the sweep. | No | | `bodyType` | [`string`](/docs/kcl-std/types/std-types-string) | What type of body to produce (solid or surface). Defaults to "solid". | No | diff --git a/content/pages/docs/kcl-std/index.md b/content/pages/docs/kcl-std/index.md index eacd0c83..f75e15fb 100644 --- a/content/pages/docs/kcl-std/index.md +++ b/content/pages/docs/kcl-std/index.md @@ -31,6 +31,7 @@ layout: manual * [`gdt::angularity`](/docs/kcl-std/functions/std-gdt-angularity) * [`gdt::annotation`](/docs/kcl-std/functions/std-gdt-annotation) * [`gdt::circularity`](/docs/kcl-std/functions/std-gdt-circularity) + * [`gdt::concentricity`](/docs/kcl-std/functions/std-gdt-concentricity) * [`gdt::cylindricity`](/docs/kcl-std/functions/std-gdt-cylindricity) * [`gdt::datum`](/docs/kcl-std/functions/std-gdt-datum) * [`gdt::distance`](/docs/kcl-std/functions/std-gdt-distance) diff --git a/content/pages/docs/kcl-std/modules/std-gdt.md b/content/pages/docs/kcl-std/modules/std-gdt.md index 6f6ffe10..55803944 100644 --- a/content/pages/docs/kcl-std/modules/std-gdt.md +++ b/content/pages/docs/kcl-std/modules/std-gdt.md @@ -15,6 +15,7 @@ Functions for working with geometric dimensioning and tolerancing (GD&T). This c * [`gdt::angularity`](/docs/kcl-std/functions/std-gdt-angularity) * [`gdt::annotation`](/docs/kcl-std/functions/std-gdt-annotation) * [`gdt::circularity`](/docs/kcl-std/functions/std-gdt-circularity) +* [`gdt::concentricity`](/docs/kcl-std/functions/std-gdt-concentricity) * [`gdt::cylindricity`](/docs/kcl-std/functions/std-gdt-cylindricity) * [`gdt::datum`](/docs/kcl-std/functions/std-gdt-datum) * [`gdt::distance`](/docs/kcl-std/functions/std-gdt-distance)