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Gears DLC (free) (#6835)

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* Gears DLC (free)

Using the involuteCircular fn to create a variety of cylindrical gearsets

* Delete public/kcl-samples/gear directory

* Update main.kcl

fixing gear meshing

* new samples

Signed-off-by: Jess Frazelle <github@jessfraz.com>

* add link

Signed-off-by: Jess Frazelle <github@jessfraz.com>

---------

Signed-off-by: Jess Frazelle <github@jessfraz.com>
Co-authored-by: Jess Frazelle <jessfraz@users.noreply.github.com>
Co-authored-by: Jess Frazelle <github@jessfraz.com>
This commit is contained in:
Nicholas Boone
2025-05-13 17:03:52 -04:00
committed by GitHub
parent d047587bc1
commit 2d95e19048
65 changed files with 78620 additions and 131937 deletions
Download Patch File Download Diff File Expand all files Collapse all files

2
README.md
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@ -34,7 +34,7 @@ The 3D view in Design Studio is just a video stream from our hosted geometry eng
- WebSockets (via [KittyCAD TS client](https://github.com/KittyCAD/kittycad.ts))
- Code Editor
- [CodeMirror](https://codemirror.net/)
- Custom WASM LSP Server
- [Custom WASM LSP Server](https://github.com/KittyCAD/modeling-app/tree/main/rust/kcl-lib/src/lsp/kcl)
- Modeling
- [KittyCAD TypeScript client](https://github.com/KittyCAD/kittycad.ts)

14
public/kcl-samples/README.md
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@ -55,8 +55,6 @@ When you submit a PR to add or modify KCL samples, images will be generated and
[![food-service-spatula](screenshots/food-service-spatula.png)](food-service-spatula/main.kcl)
#### [french-press](french-press/main.kcl) ([screenshot](screenshots/french-press.png))
[![french-press](screenshots/french-press.png)](french-press/main.kcl)
#### [gear](gear/main.kcl) ([screenshot](screenshots/gear.png))
[![gear](screenshots/gear.png)](gear/main.kcl)
#### [gear-rack](gear-rack/main.kcl) ([screenshot](screenshots/gear-rack.png))
[![gear-rack](screenshots/gear-rack.png)](gear-rack/main.kcl)
#### [gridfinity-baseplate](gridfinity-baseplate/main.kcl) ([screenshot](screenshots/gridfinity-baseplate.png))
@ -67,6 +65,14 @@ When you submit a PR to add or modify KCL samples, images will be generated and
[![gridfinity-bins](screenshots/gridfinity-bins.png)](gridfinity-bins/main.kcl)
#### [gridfinity-bins-stacking-lip](gridfinity-bins-stacking-lip/main.kcl) ([screenshot](screenshots/gridfinity-bins-stacking-lip.png))
[![gridfinity-bins-stacking-lip](screenshots/gridfinity-bins-stacking-lip.png)](gridfinity-bins-stacking-lip/main.kcl)
#### [helical-gear](helical-gear/main.kcl) ([screenshot](screenshots/helical-gear.png))
[![helical-gear](screenshots/helical-gear.png)](helical-gear/main.kcl)
#### [helical-planetary-gearset](helical-planetary-gearset/main.kcl) ([screenshot](screenshots/helical-planetary-gearset.png))
[![helical-planetary-gearset](screenshots/helical-planetary-gearset.png)](helical-planetary-gearset/main.kcl)
#### [herringbone-gear](herringbone-gear/main.kcl) ([screenshot](screenshots/herringbone-gear.png))
[![herringbone-gear](screenshots/herringbone-gear.png)](herringbone-gear/main.kcl)
#### [herringbone-planetary-gearset](herringbone-planetary-gearset/main.kcl) ([screenshot](screenshots/herringbone-planetary-gearset.png))
[![herringbone-planetary-gearset](screenshots/herringbone-planetary-gearset.png)](herringbone-planetary-gearset/main.kcl)
#### [hex-nut](hex-nut/main.kcl) ([screenshot](screenshots/hex-nut.png))
[![hex-nut](screenshots/hex-nut.png)](hex-nut/main.kcl)
#### [i-beam](i-beam/main.kcl) ([screenshot](screenshots/i-beam.png))
@ -101,6 +107,10 @@ When you submit a PR to add or modify KCL samples, images will be generated and
[![sheet-metal-bracket](screenshots/sheet-metal-bracket.png)](sheet-metal-bracket/main.kcl)
#### [socket-head-cap-screw](socket-head-cap-screw/main.kcl) ([screenshot](screenshots/socket-head-cap-screw.png))
[![socket-head-cap-screw](screenshots/socket-head-cap-screw.png)](socket-head-cap-screw/main.kcl)
#### [spur-gear](spur-gear/main.kcl) ([screenshot](screenshots/spur-gear.png))
[![spur-gear](screenshots/spur-gear.png)](spur-gear/main.kcl)
#### [spur-reduction-gearset](spur-reduction-gearset/main.kcl) ([screenshot](screenshots/spur-reduction-gearset.png))
[![spur-reduction-gearset](screenshots/spur-reduction-gearset.png)](spur-reduction-gearset/main.kcl)
#### [utility-sink](utility-sink/main.kcl) ([screenshot](screenshots/utility-sink.png))
[![utility-sink](screenshots/utility-sink.png)](utility-sink/main.kcl)
#### [walkie-talkie](walkie-talkie/main.kcl) ([screenshot](screenshots/walkie-talkie.png))

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public/kcl-samples/gear/main.kcl
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@ -1,112 +0,0 @@
// Spur Gear
// A rotating machine part having cut teeth or, in the case of a cogwheel, inserted teeth (called cogs), which mesh with another toothed part to transmit torque. Geared devices can change the speed, torque, and direction of a power source. The two elements that define a gear are its circular shape and the teeth that are integrated into its outer edge, which are designed to fit into the teeth of another gear.
// Set units
@settings(defaultLengthUnit = in, kclVersion = 1.0)
// Define parameters
nTeeth = 21
module = 0.5
pitchDiameter = module * nTeeth
pressureAngle = 20
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
gearHeight = 3
// Interpolate points along the involute curve
cmo = 101
rs = map(
[0..cmo],
f = fn(@i) {
return baseDiameter / 2 + i / cmo * (tipDiameter - baseDiameter) / 2
},
)
// Calculate operating pressure angle
angles = map(
rs,
f = fn(@r) {
return units::toDegrees(acos(baseDiameter / 2 / r))
},
)
// Calculate the involute function
invas = map(
angles,
f = fn(@a) {
return tan(a) - units::toRadians(a)
},
)
// Map the involute curve
xs = map(
[0..cmo],
f = fn(@i) {
return rs[i] * cos(invas[i]: number(rad))
},
)
ys = map(
[0..cmo],
f = fn(@i) {
return rs[i] * sin(invas[i]: number(rad))
},
)
// Extrude the gear body
body = startSketchOn(XY)
|> circle(center = [0, 0], radius = baseDiameter / 2)
|> extrude(length = gearHeight)
toothAngle = 360 / nTeeth / 1.5
// Plot the involute curve
fn leftInvolute(@i, accum) {
j = 100 - i // iterate backwards
return line(accum, endAbsolute = [xs[j], ys[j]])
}
fn rightInvolute(@i, accum) {
x = rs[i] * cos(-toothAngle + units::toDegrees(atan(ys[i] / xs[i])))
y = -rs[i] * sin(-toothAngle + units::toDegrees(atan(ys[i] / xs[i])))
return line(accum, endAbsolute = [x, y])
}
// Draw gear teeth
start = startSketchOn(XY)
|> startProfile(at = [xs[101], ys[101]])
teeth = reduce([0..100], initial = start, f = leftInvolute)
|> arc(angleStart = 0, angleEnd = toothAngle, radius = baseDiameter / 2)
|> reduce([1..101], initial = %, f = rightInvolute)
|> close()
|> extrude(length = gearHeight)
|> patternCircular3d(
axis = [0, 0, 1],
center = [0, 0, 0],
instances = nTeeth,
arcDegrees = 360,
rotateDuplicates = true,
)
// Define the constants of the keyway and the bore hole
keywayWidth = 0.250
keywayDepth = keywayWidth / 2
holeDiam = 2
holeRadius = 1
startAngle = asin(keywayWidth / 2 / holeRadius)
// Sketch the keyway and center hole and extrude
keyWay = startSketchOn(body, face = END)
|> startProfile(at = [
holeRadius * cos(startAngle),
holeRadius * sin(startAngle)
])
|> xLine(length = keywayDepth)
|> yLine(length = -keywayWidth)
|> xLine(length = -keywayDepth)
|> arc(angleStart = -1 * units::toDegrees(startAngle) + 360, angleEnd = 180, radius = holeRadius)
|> arc(angleStart = 180, angleEnd = units::toDegrees(startAngle), radius = holeRadius)
|> close()
|> extrude(length = -gearHeight)

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// Helical Gear
// A helical gear is a type of cylindrical gear where the teeth are slanted at an angle relative to the axis of rotation. This greatly reduces noise and wear when transmitting torque across meshed spinning gears
// Set units
@settings(defaultLengthUnit = mm)
// Define a function to create a helical gear
fn helicalGear(nTeeth, module, pressureAngle, helixAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define the constants of the keyway and the bore hole
keywayWidth = 2
keywayDepth = keywayWidth / 2
holeDiam = 7
holeRadius = holeDiam / 2
startAngle = asin(keywayWidth / 2 / holeRadius)
// Sketch the keyway and center hole
holeWithKeyway = startSketchOn(XY)
|> startProfile(at = [
holeRadius * cos(startAngle),
holeRadius * sin(startAngle)
])
|> xLine(length = keywayDepth)
|> yLine(length = -keywayWidth)
|> xLine(length = -keywayDepth)
|> arc(angleStart = -1 * startAngle + 360, angleEnd = 180, radius = holeRadius)
|> arc(angleStart = 180, angleEnd = startAngle, radius = holeRadius)
|> close()
// Define a function to create a rotated gear sketch on an offset plane
fn helicalGearSketch(offsetHeight) {
// Calculate the amount to rotate each planar sketch of the gear given the gear helix angle and total gear height
helixCalc = acos(offsetHeight * tan(helixAngle) / (tipDiameter / 2))
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
helicalGearSketch = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> startProfile(at = polar(angle = helixCalc, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = helixCalc,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 160 / nTeeth + helixCalc, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -(4 * atan(segEndY(seg01) / segEndX(seg01)) - (3 * helixCalc)),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth + helixCalc, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
|> subtract2d(tool = holeWithKeyway)
return helicalGearSketch
}
// Draw a gear sketch on the base plane
gearSketch001 = helicalGearSketch(offsetHeight = 0)
// Draw a rotated gear sketch on a middle interstitial plane
gearSketch002 = helicalGearSketch(offsetHeight = gearHeight / 2)
// Draw a rotated gear sketch at the gear height offset plane
gearSketch003 = helicalGearSketch(offsetHeight = gearHeight)
// Loft each rotated gear sketch together to form a helical gear
helicalGear = loft([
gearSketch001,
gearSketch002,
gearSketch003
])
return helicalGear
}
helicalGear(
nTeeth = 21,
module = 2,
pressureAngle = 20,
helixAngle = 35,
gearHeight = 7,
)

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// Helical Planetary Gearset
// A helical planetary gearset is a type of planetary gear system where the teeth of the sun gear, planet gears, and/or ring gear are helical rather than straight. This design allows for smoother, quieter operation, greater load-carrying capacity, and more flexible shaft alignment.
// Set units
@settings(defaultLengthUnit = mm)
// Define a function to create a helical gear
fn helicalGear(nTeeth, module, pressureAngle, helixAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define the constants of the keyway and the bore hole
keywayWidth = 1
keywayDepth = keywayWidth / 2
holeDiam = 7
holeRadius = holeDiam / 2
startAngle = asin(keywayWidth / 2 / holeRadius)
// Sketch the keyway and center hole
holeWithKeyway = startSketchOn(XY)
|> startProfile(at = [
holeRadius * cos(startAngle),
holeRadius * sin(startAngle)
])
|> xLine(length = keywayDepth)
|> yLine(length = -keywayWidth)
|> xLine(length = -keywayDepth)
|> arc(angleStart = -1 * startAngle + 360, angleEnd = 180, radius = holeRadius)
|> arc(angleStart = 180, angleEnd = startAngle, radius = holeRadius)
|> close()
// Define a function to create a rotated gear sketch on an offset plane
fn helicalGearSketch(offsetHeight) {
// Calculate the amount to rotate each planar sketch of the gear given the gear helix angle and total gear height
helixCalc = acos(offsetHeight * tan(helixAngle) / (tipDiameter / 2))
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
helicalGearSketch = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> startProfile(at = polar(angle = helixCalc, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = helixCalc,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 160 / nTeeth + helixCalc, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -(4 * atan(segEndY(seg01) / segEndX(seg01)) - (3 * helixCalc)),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth + helixCalc, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
|> subtract2d(tool = holeWithKeyway)
return helicalGearSketch
}
// Draw a gear sketch on the base plane
gearSketch001 = helicalGearSketch(offsetHeight = 0)
// Draw a rotated gear sketch on a middle interstitial plane
gearSketch002 = helicalGearSketch(offsetHeight = gearHeight / 2)
// Draw a rotated gear sketch at the gear height offset plane
gearSketch003 = helicalGearSketch(offsetHeight = gearHeight)
// Loft each rotated gear sketch together to form a helical gear
helicalGear = loft([
gearSketch001,
gearSketch002,
gearSketch003
])
return helicalGear
}
// Define a function to create a ring gear
fn ringGear(nTeeth, module, pressureAngle, helixAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define a function to create a rotated gear sketch on an offset plane
fn ringGearSketch(offsetHeight) {
// Calculate the amount to rotate each planar sketch of the gear given the gear helix angle and total gear height
helixCalc = acos(offsetHeight * tan(helixAngle) / (tipDiameter / 2))
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
ringTeeth = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> startProfile(at = polar(angle = helixCalc, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = helixCalc,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 200 / nTeeth + helixCalc, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -(4 * atan(segEndY(seg01) / segEndX(seg01)) - (3 * helixCalc)),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth + helixCalc, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
// Create a circular body that is larger than the tip diameter of the gear, then subtract the gear profile from the body
ringGearSketch = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> circle(center = [0, 0], radius = tipDiameter / 1.85)
|> subtract2d(tool = ringTeeth)
return ringGearSketch
}
// Draw a gear sketch on the base plane
gearSketch001 = ringGearSketch(offsetHeight = 0)
// Draw a rotated gear sketch on a middle interstitial plane
gearSketch002 = ringGearSketch(offsetHeight = gearHeight / 2)
// Draw a rotated gear sketch at the gear height offset plane
gearSketch003 = ringGearSketch(offsetHeight = gearHeight)
// Loft each rotated gear sketch together to form a ring gear
ringGear = loft([
gearSketch001,
gearSketch002,
gearSketch003
])
return ringGear
}
// Create the outer ring gear for the planetary gearset
ringGear(
nTeeth = 42,
module = 1.5,
pressureAngle = 14,
helixAngle = -25,
gearHeight = 5,
)
// Create a central sun gear using a small helical gear
helicalGear(
nTeeth = 12,
module = 1.5,
pressureAngle = 14,
helixAngle = 25,
gearHeight = 5,
)
// Create the helical planet gears
numPlanetGears = 3
helicalGear(
nTeeth = 12,
module = 1.5,
pressureAngle = 14,
helixAngle = -25,
gearHeight = 5,
)
|> translate(y = (12 + 12) / 2 * 1.5 + 2.7)
|> patternCircular3d(
instances = numPlanetGears,
axis = [0, 0, 1],
center = [0, 0, 0],
arcDegrees = 360,
rotateDuplicates = false,
)

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// Herringbone Gear
// A herringbone, or double-helical gear, is a cylindrical gear type with angled teeth in opposing directions. This allows the quietness and smoothness of a helical gear, without applying a directional load while turning
// Set units
@settings(defaultLengthUnit = mm)
// Define a function to create a herringbone gear
fn herringboneGear(nTeeth, module, pressureAngle, helixAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define a function to create a rotated gear sketch on an offset plane
fn herringboneGearSketch(offsetHeight) {
// Calculate the amount to rotate each planar sketch of the gear given the gear helix angle and total gear height
helixCalc = acos(offsetHeight * tan(helixAngle) / (tipDiameter / 2))
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
herringboneGearSketch = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> startProfile(at = polar(angle = helixCalc, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = helixCalc,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 160 / nTeeth + helixCalc, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -(4 * atan(segEndY(seg01) / segEndX(seg01)) - (3 * helixCalc)),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth + helixCalc, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
// Create a center hole with an 8mm diameter
|> subtract2d(tool = circle(center = [0, 0], radius = 4))
return herringboneGearSketch
}
// Draw a gear sketch on the base plane
gearSketch001 = herringboneGearSketch(offsetHeight = 0)
// Draw a gear sketch that has been rotated by the helix angle
gearSketch002 = herringboneGearSketch(offsetHeight = gearHeight / 2)
// Draw a gear sketch at the total gear height that reverses the angle direction
gearSketch003 = clone(gearSketch001)
|> translate(z = gearHeight)
// Loft each rotated gear sketch together to form a herringbone gear
herringboneGear = loft(
[
gearSketch001,
gearSketch002,
gearSketch003
],
vDegree = 1,
)
return herringboneGear
}
herringboneGear(
nTeeth = 25,
module = 1,
pressureAngle = 14,
helixAngle = 40,
gearHeight = 8,
)

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// Herringbone Planetary Gearset
// A herringbone planetary gearset is a type of planetary gear system where the teeth of the sun gear, planet gears, and/or ring gear are herringbone rather than straight. This design allows for smoother, quieter operation, greater load-carrying capacity, and more flexible shaft alignment.
// Set units
@settings(defaultLengthUnit = mm)
// Define a function to create a herringbone gear
fn herringboneGear(nTeeth, module, pressureAngle, helixAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define a function to create a rotated gear sketch on an offset plane
fn herringboneGearSketch(offsetHeight) {
// Calculate the amount to rotate each planar sketch of the gear given the gear helix angle and total gear height
helixCalc = acos(offsetHeight * tan(helixAngle) / (tipDiameter / 2))
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
herringboneGearSketch = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> startProfile(at = polar(angle = helixCalc, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = helixCalc,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 160 / nTeeth + helixCalc, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -(4 * atan(segEndY(seg01) / segEndX(seg01)) - (3 * helixCalc)),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth + helixCalc, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
// Create a center hole with an 8mm diameter
|> subtract2d(tool = circle(center = [0, 0], radius = 4))
return herringboneGearSketch
}
// Draw a gear sketch on the base plane
gearSketch001 = herringboneGearSketch(offsetHeight = 0)
// Draw a gear sketch that has been rotated by the helix angle
gearSketch002 = herringboneGearSketch(offsetHeight = gearHeight / 2)
// Draw a gear sketch at the total gear height that reverses the angle direction
gearSketch003 = clone(gearSketch001)
|> translate(z = gearHeight)
// Loft each rotated gear sketch together to form a herringbone gear
herringboneGear = loft(
[
gearSketch001,
gearSketch002,
gearSketch003
],
vDegree = 1,
)
return herringboneGear
}
// Define a function to create a ring gear
fn ringGear(nTeeth, module, pressureAngle, helixAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define a function to create a rotated gear sketch on an offset plane
fn ringGearSketch(offsetHeight) {
// Calculate the amount to rotate each planar sketch of the gear given the gear helix angle and total gear height
helixCalc = acos(offsetHeight * tan(helixAngle) / (tipDiameter / 2))
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
ringTeeth = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> startProfile(at = polar(angle = helixCalc, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = helixCalc,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 220 / nTeeth + helixCalc, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -(4 * atan(segEndY(seg01) / segEndX(seg01)) - (3 * helixCalc)),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth + helixCalc, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
// Create a circular body that is larger than the tip diameter of the gear, then subtract the gear profile from the body
ringGearSketch = startSketchOn(offsetPlane(XY, offset = offsetHeight))
|> circle(center = [0, 0], radius = tipDiameter / 1.8)
|> subtract2d(tool = ringTeeth)
return ringGearSketch
}
// Draw a gear sketch on the base plane
gearSketch001 = ringGearSketch(offsetHeight = 0)
// Draw a rotated gear sketch on a middle interstitial plane
gearSketch002 = ringGearSketch(offsetHeight = gearHeight / 2)
// Draw a gear sketch at the total gear height that reverses the angle direction
gearSketch003 = clone(gearSketch001)
|> translate(z = gearHeight)
// Loft each rotated gear sketch together to form a ring gear
ringGear = loft(
[
gearSketch001,
gearSketch002,
gearSketch003
],
vDegree = 1,
)
return ringGear
}
// Create the outer ring gear for the planetary gearset
ringGear(
nTeeth = 58,
module = 1.5,
pressureAngle = 14,
helixAngle = -35,
gearHeight = 8,
)
// Create a central sun gear using a small herringbone gear
herringboneGear(
nTeeth = 18,
module = 1.5,
pressureAngle = 14,
helixAngle = 35,
gearHeight = 8,
)
// Create the herringbone planet gears
numPlanetGears = 4
herringboneGear(
nTeeth = 18,
module = 1.5,
pressureAngle = 14,
helixAngle = -35,
gearHeight = 8,
)
|> translate(y = 18 * 1.5 + 1.95)
|> patternCircular3d(
instances = numPlanetGears,
axis = [0, 0, 1],
center = [0, 0, 0],
arcDegrees = 360,
rotateDuplicates = false,
)

70
public/kcl-samples/manifest.json
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@ -170,16 +170,6 @@
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "gear/main.kcl",
"multipleFiles": false,
"title": "Spur Gear",
"description": "A rotating machine part having cut teeth or, in the case of a cogwheel, inserted teeth (called cogs), which mesh with another toothed part to transmit torque. Geared devices can change the speed, torque, and direction of a power source. The two elements that define a gear are its circular shape and the teeth that are integrated into its outer edge, which are designed to fit into the teeth of another gear.",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "gear-rack/main.kcl",
@ -230,6 +220,46 @@
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "helical-gear/main.kcl",
"multipleFiles": false,
"title": "Helical Gear",
"description": "A helical gear is a type of cylindrical gear where the teeth are slanted at an angle relative to the axis of rotation. This greatly reduces noise and wear when transmitting torque across meshed spinning gears",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "helical-planetary-gearset/main.kcl",
"multipleFiles": false,
"title": "Helical Planetary Gearset",
"description": "A helical planetary gearset is a type of planetary gear system where the teeth of the sun gear, planet gears, and/or ring gear are helical rather than straight. This design allows for smoother, quieter operation, greater load-carrying capacity, and more flexible shaft alignment.",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "herringbone-gear/main.kcl",
"multipleFiles": false,
"title": "Herringbone Gear",
"description": "A herringbone, or double-helical gear, is a cylindrical gear type with angled teeth in opposing directions. This allows the quietness and smoothness of a helical gear, without applying a directional load while turning",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "herringbone-planetary-gearset/main.kcl",
"multipleFiles": false,
"title": "Herringbone Planetary Gearset",
"description": "A herringbone planetary gearset is a type of planetary gear system where the teeth of the sun gear, planet gears, and/or ring gear are herringbone rather than straight. This design allows for smoother, quieter operation, greater load-carrying capacity, and more flexible shaft alignment.",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "hex-nut/main.kcl",
@ -412,6 +442,26 @@
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "spur-gear/main.kcl",
"multipleFiles": false,
"title": "Spur Gear",
"description": "A rotating machine part having cut teeth or, in the case of a cogwheel, inserted teeth (called cogs), which mesh with another toothed part to transmit torque. Geared devices can change the speed, torque, and direction of a power source. The two elements that define a gear are its circular shape and the teeth that are integrated into its outer edge, which are designed to fit into the teeth of another gear.",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "spur-reduction-gearset/main.kcl",
"multipleFiles": false,
"title": "Spur Reduction Gearset",
"description": "A pair of spur gears meshed together, with an equal module and different number of teeth",
"files": [
"main.kcl"
]
},
{
"file": "main.kcl",
"pathFromProjectDirectoryToFirstFile": "utility-sink/main.kcl",

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76
public/kcl-samples/spur-gear/main.kcl Normal file
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@ -0,0 +1,76 @@
// Spur Gear
// A rotating machine part having cut teeth or, in the case of a cogwheel, inserted teeth (called cogs), which mesh with another toothed part to transmit torque. Geared devices can change the speed, torque, and direction of a power source. The two elements that define a gear are its circular shape and the teeth that are integrated into its outer edge, which are designed to fit into the teeth of another gear.
// Set units
@settings(defaultLengthUnit = mm)
// Define a function to create a spur gear
fn spurGear(nTeeth, module, pressureAngle, gearHeight) {
// Define gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Define the constants of the keyway and the bore hole
keywayWidth = 2
keywayDepth = keywayWidth / 2
holeDiam = 5
holeRadius = holeDiam / 2
startAngle = asin(keywayWidth / 2 / holeRadius)
// Sketch the keyway and center hole
holeWithKeyway = startSketchOn(XY)
|> startProfile(at = [
holeRadius * cos(startAngle),
holeRadius * sin(startAngle)
])
|> xLine(length = keywayDepth)
|> yLine(length = -keywayWidth)
|> xLine(length = -keywayDepth)
|> arc(angleStart = -1 * startAngle + 360, angleEnd = 180, radius = holeRadius)
|> arc(angleStart = 180, angleEnd = startAngle, radius = holeRadius)
|> close()
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
gearSketch = startSketchOn(XY)
|> startProfile(at = polar(angle = 0, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = 0,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 160 / nTeeth, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -atan(segEndY(seg01) / segEndX(seg01)) - (180 / nTeeth),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
// Subtract the keyway sketch from the gear sketch
|> subtract2d(tool = holeWithKeyway)
// Extrude the gear to the specified height
|> extrude(length = gearHeight)
return gearSketch
}
spurGear(
nTeeth = 21,
module = 1.5,
pressureAngle = 14,
gearHeight = 6,
)

70
public/kcl-samples/spur-reduction-gearset/main.kcl Normal file
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@ -0,0 +1,70 @@
// Spur Reduction Gearset
// A pair of spur gears meshed together, with an equal module and different number of teeth
// Set units
@settings(defaultLengthUnit = mm)
// Define a function to create a spur gear
fn spurGear(nTeeth, module, pressureAngle, gearHeight) {
// Calculate gear parameters
pitchDiameter = module * nTeeth
addendum = module
deddendum = 1.25 * module
baseDiameter = pitchDiameter * cos(pressureAngle)
tipDiameter = pitchDiameter + 2 * module
// Using the gear parameters, sketch an involute tooth spanning from the base diameter to the tip diameter
gearSketch = startSketchOn(XY)
|> startProfile(at = polar(angle = 0, length = baseDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = 0,
tag = $seg01,
)
|> line(endAbsolute = polar(angle = 160 / nTeeth, length = tipDiameter / 2))
|> involuteCircular(
startRadius = baseDiameter / 2,
endRadius = tipDiameter / 2,
angle = -atan(segEndY(seg01) / segEndX(seg01)) - (180 / nTeeth),
reverse = true,
)
// Position the end line of the sketch at the start of the next tooth
|> line(endAbsolute = polar(angle = 360 / nTeeth, length = baseDiameter / 2))
// Pattern the sketch about the center by the specified number of teeth, then close the sketch
|> patternCircular2d(
%,
instances = nTeeth,
center = [0, 0],
arcDegrees = 360,
rotateDuplicates = true,
)
|> close()
// Subtract a 10mm diameter center hole from the gear
|> subtract2d(tool = circle(center = [0, 0], radius = 5))
// Extrude the gear to the specified height
|> extrude(length = gearHeight)
return gearSketch
}
// Model a small gear
spurGear(
nTeeth = 17,
module = 1.5,
pressureAngle = 14,
gearHeight = 9,
)
// Model a larger gear with the same module
spurGear(
nTeeth = 51,
module = 1.5,
pressureAngle = 14,
gearHeight = 7,
)
// Translate the larger gear by the combined pitch radius of both gears, plus a small gap
|> translate(x = (51 + 17) / 2 * 1.5 + 1.3)
// Rotate the gear so that the teeth mesh but do not intersect
|> rotate(yaw = 3)

16
rust/kcl-lib/tests/kcl_samples/axial-fan/artifact_graph_flowchart.snap.md
View File

@ -605,19 +605,19 @@ flowchart LR
84 --- 144
84 --- 234
87 --- 161
87 x--> 186
87 x--> 187
87 --- 206
87 --- 249
89 --- 160
89 x--> 186
89 x--> 187
89 --- 207
89 --- 250
91 --- 162
91 x--> 186
91 x--> 187
91 --- 204
91 --- 252
93 --- 159
93 x--> 186
93 x--> 187
93 --- 205
93 --- 251
119 --- 133
@ -879,10 +879,10 @@ flowchart LR
200 <--x 185
201 <--x 185
202 <--x 185
204 <--x 187
205 <--x 187
206 <--x 187
207 <--x 187
204 <--x 186
205 <--x 186
206 <--x 186
207 <--x 186
219 <--x 188
220 <--x 188
221 <--x 188

4221
rust/kcl-lib/tests/kcl_samples/gear/artifact_commands.snap
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526
rust/kcl-lib/tests/kcl_samples/gear/artifact_graph_flowchart.snap.md
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@ -1,526 +0,0 @@
```mermaid
flowchart LR
subgraph path4 [Path]
4["Path<br>[1436, 1486, 0]"]
7["Segment<br>[1436, 1486, 0]"]
219[Solid2d]
end
subgraph path5 [Path]
5["Path<br>[1969, 2006, 0]"]
8["Segment<br>[1655, 1696, 0]"]
9["Segment<br>[1655, 1696, 0]"]
10["Segment<br>[1655, 1696, 0]"]
11["Segment<br>[1655, 1696, 0]"]
12["Segment<br>[1655, 1696, 0]"]
13["Segment<br>[1655, 1696, 0]"]
14["Segment<br>[1655, 1696, 0]"]
15["Segment<br>[1655, 1696, 0]"]
16["Segment<br>[1655, 1696, 0]"]
17["Segment<br>[1655, 1696, 0]"]
18["Segment<br>[1655, 1696, 0]"]
19["Segment<br>[1655, 1696, 0]"]
20["Segment<br>[1655, 1696, 0]"]
21["Segment<br>[1655, 1696, 0]"]
22["Segment<br>[1655, 1696, 0]"]
23["Segment<br>[1655, 1696, 0]"]
24["Segment<br>[1655, 1696, 0]"]
25["Segment<br>[1655, 1696, 0]"]
26["Segment<br>[1655, 1696, 0]"]
27["Segment<br>[1655, 1696, 0]"]
28["Segment<br>[1655, 1696, 0]"]
29["Segment<br>[1655, 1696, 0]"]
30["Segment<br>[1655, 1696, 0]"]
31["Segment<br>[1655, 1696, 0]"]
32["Segment<br>[1655, 1696, 0]"]
33["Segment<br>[1655, 1696, 0]"]
34["Segment<br>[1655, 1696, 0]"]
35["Segment<br>[1655, 1696, 0]"]
36["Segment<br>[1655, 1696, 0]"]
37["Segment<br>[1655, 1696, 0]"]
38["Segment<br>[1655, 1696, 0]"]
39["Segment<br>[1655, 1696, 0]"]
40["Segment<br>[1655, 1696, 0]"]
41["Segment<br>[1655, 1696, 0]"]
42["Segment<br>[1655, 1696, 0]"]
43["Segment<br>[1655, 1696, 0]"]
44["Segment<br>[1655, 1696, 0]"]
45["Segment<br>[1655, 1696, 0]"]
46["Segment<br>[1655, 1696, 0]"]
47["Segment<br>[1655, 1696, 0]"]
48["Segment<br>[1655, 1696, 0]"]
49["Segment<br>[1655, 1696, 0]"]
50["Segment<br>[1655, 1696, 0]"]
51["Segment<br>[1655, 1696, 0]"]
52["Segment<br>[1655, 1696, 0]"]
53["Segment<br>[1655, 1696, 0]"]
54["Segment<br>[1655, 1696, 0]"]
55["Segment<br>[1655, 1696, 0]"]
56["Segment<br>[1655, 1696, 0]"]
57["Segment<br>[1655, 1696, 0]"]
58["Segment<br>[1655, 1696, 0]"]
59["Segment<br>[1655, 1696, 0]"]
60["Segment<br>[1655, 1696, 0]"]
61["Segment<br>[1655, 1696, 0]"]
62["Segment<br>[1655, 1696, 0]"]
63["Segment<br>[1655, 1696, 0]"]
64["Segment<br>[1655, 1696, 0]"]
65["Segment<br>[1655, 1696, 0]"]
66["Segment<br>[1655, 1696, 0]"]
67["Segment<br>[1655, 1696, 0]"]
68["Segment<br>[1655, 1696, 0]"]
69["Segment<br>[1655, 1696, 0]"]
70["Segment<br>[1655, 1696, 0]"]
71["Segment<br>[1655, 1696, 0]"]
72["Segment<br>[1655, 1696, 0]"]
73["Segment<br>[1655, 1696, 0]"]
74["Segment<br>[1655, 1696, 0]"]
75["Segment<br>[1655, 1696, 0]"]
76["Segment<br>[1655, 1696, 0]"]
77["Segment<br>[1655, 1696, 0]"]
78["Segment<br>[1655, 1696, 0]"]
79["Segment<br>[1655, 1696, 0]"]
80["Segment<br>[1655, 1696, 0]"]
81["Segment<br>[1655, 1696, 0]"]
82["Segment<br>[1655, 1696, 0]"]
83["Segment<br>[1655, 1696, 0]"]
84["Segment<br>[1655, 1696, 0]"]
85["Segment<br>[1655, 1696, 0]"]
86["Segment<br>[1655, 1696, 0]"]
87["Segment<br>[1655, 1696, 0]"]
88["Segment<br>[1655, 1696, 0]"]
89["Segment<br>[1655, 1696, 0]"]
90["Segment<br>[1655, 1696, 0]"]
91["Segment<br>[1655, 1696, 0]"]
92["Segment<br>[1655, 1696, 0]"]
93["Segment<br>[1655, 1696, 0]"]
94["Segment<br>[1655, 1696, 0]"]
95["Segment<br>[1655, 1696, 0]"]
96["Segment<br>[1655, 1696, 0]"]
97["Segment<br>[1655, 1696, 0]"]
98["Segment<br>[1655, 1696, 0]"]
99["Segment<br>[1655, 1696, 0]"]
100["Segment<br>[1655, 1696, 0]"]
101["Segment<br>[1655, 1696, 0]"]
102["Segment<br>[1655, 1696, 0]"]
103["Segment<br>[1655, 1696, 0]"]
104["Segment<br>[1655, 1696, 0]"]
105["Segment<br>[1655, 1696, 0]"]
106["Segment<br>[1655, 1696, 0]"]
107["Segment<br>[1655, 1696, 0]"]
108["Segment<br>[1655, 1696, 0]"]
109["Segment<br>[1882, 1915, 0]"]
110["Segment<br>[1882, 1915, 0]"]
111["Segment<br>[1882, 1915, 0]"]
112["Segment<br>[1882, 1915, 0]"]
113["Segment<br>[1882, 1915, 0]"]
114["Segment<br>[1882, 1915, 0]"]
115["Segment<br>[1882, 1915, 0]"]
116["Segment<br>[1882, 1915, 0]"]
117["Segment<br>[1882, 1915, 0]"]
118["Segment<br>[1882, 1915, 0]"]
119["Segment<br>[1882, 1915, 0]"]
120["Segment<br>[1882, 1915, 0]"]
121["Segment<br>[1882, 1915, 0]"]
122["Segment<br>[1882, 1915, 0]"]
123["Segment<br>[1882, 1915, 0]"]
124["Segment<br>[1882, 1915, 0]"]
125["Segment<br>[1882, 1915, 0]"]
126["Segment<br>[1882, 1915, 0]"]
127["Segment<br>[1882, 1915, 0]"]
128["Segment<br>[1882, 1915, 0]"]
129["Segment<br>[1882, 1915, 0]"]
130["Segment<br>[1882, 1915, 0]"]
131["Segment<br>[1882, 1915, 0]"]
132["Segment<br>[1882, 1915, 0]"]
133["Segment<br>[1882, 1915, 0]"]
134["Segment<br>[1882, 1915, 0]"]
135["Segment<br>[1882, 1915, 0]"]
136["Segment<br>[1882, 1915, 0]"]
137["Segment<br>[1882, 1915, 0]"]
138["Segment<br>[1882, 1915, 0]"]
139["Segment<br>[1882, 1915, 0]"]
140["Segment<br>[1882, 1915, 0]"]
141["Segment<br>[1882, 1915, 0]"]
142["Segment<br>[1882, 1915, 0]"]
143["Segment<br>[1882, 1915, 0]"]
144["Segment<br>[1882, 1915, 0]"]
145["Segment<br>[1882, 1915, 0]"]
146["Segment<br>[1882, 1915, 0]"]
147["Segment<br>[1882, 1915, 0]"]
148["Segment<br>[1882, 1915, 0]"]
149["Segment<br>[1882, 1915, 0]"]
150["Segment<br>[1882, 1915, 0]"]
151["Segment<br>[1882, 1915, 0]"]
152["Segment<br>[1882, 1915, 0]"]
153["Segment<br>[1882, 1915, 0]"]
154["Segment<br>[1882, 1915, 0]"]
155["Segment<br>[1882, 1915, 0]"]
156["Segment<br>[1882, 1915, 0]"]
157["Segment<br>[1882, 1915, 0]"]
158["Segment<br>[1882, 1915, 0]"]
159["Segment<br>[1882, 1915, 0]"]
160["Segment<br>[1882, 1915, 0]"]
161["Segment<br>[1882, 1915, 0]"]
162["Segment<br>[1882, 1915, 0]"]
163["Segment<br>[1882, 1915, 0]"]
164["Segment<br>[1882, 1915, 0]"]
165["Segment<br>[1882, 1915, 0]"]
166["Segment<br>[1882, 1915, 0]"]
167["Segment<br>[1882, 1915, 0]"]
168["Segment<br>[1882, 1915, 0]"]
169["Segment<br>[1882, 1915, 0]"]
170["Segment<br>[1882, 1915, 0]"]
171["Segment<br>[1882, 1915, 0]"]
172["Segment<br>[1882, 1915, 0]"]
173["Segment<br>[1882, 1915, 0]"]
174["Segment<br>[1882, 1915, 0]"]
175["Segment<br>[1882, 1915, 0]"]
176["Segment<br>[1882, 1915, 0]"]
177["Segment<br>[1882, 1915, 0]"]
178["Segment<br>[1882, 1915, 0]"]
179["Segment<br>[1882, 1915, 0]"]
180["Segment<br>[1882, 1915, 0]"]
181["Segment<br>[1882, 1915, 0]"]
182["Segment<br>[1882, 1915, 0]"]
183["Segment<br>[1882, 1915, 0]"]
184["Segment<br>[1882, 1915, 0]"]
185["Segment<br>[1882, 1915, 0]"]
186["Segment<br>[1882, 1915, 0]"]
187["Segment<br>[1882, 1915, 0]"]
188["Segment<br>[1882, 1915, 0]"]
189["Segment<br>[1882, 1915, 0]"]
190["Segment<br>[1882, 1915, 0]"]
191["Segment<br>[1882, 1915, 0]"]
192["Segment<br>[1882, 1915, 0]"]
193["Segment<br>[1882, 1915, 0]"]
194["Segment<br>[1882, 1915, 0]"]
195["Segment<br>[1882, 1915, 0]"]
196["Segment<br>[1882, 1915, 0]"]
197["Segment<br>[1882, 1915, 0]"]
198["Segment<br>[1882, 1915, 0]"]
199["Segment<br>[1882, 1915, 0]"]
200["Segment<br>[1882, 1915, 0]"]
201["Segment<br>[1882, 1915, 0]"]
202["Segment<br>[1882, 1915, 0]"]
203["Segment<br>[1882, 1915, 0]"]
204["Segment<br>[1882, 1915, 0]"]
205["Segment<br>[1882, 1915, 0]"]
206["Segment<br>[1882, 1915, 0]"]
207["Segment<br>[1882, 1915, 0]"]
208["Segment<br>[1882, 1915, 0]"]
209["Segment<br>[1882, 1915, 0]"]
210["Segment<br>[2072, 2141, 0]"]
211["Segment<br>[2201, 2208, 0]"]
218[Solid2d]
end
subgraph path6 [Path]
6["Path<br>[2689, 2789, 0]"]
212["Segment<br>[2795, 2822, 0]"]
213["Segment<br>[2828, 2856, 0]"]
214["Segment<br>[2862, 2890, 0]"]
215["Segment<br>[2896, 2990, 0]"]
216["Segment<br>[2996, 3079, 0]"]
217["Segment<br>[3085, 3092, 0]"]
220[Solid2d]
end
1["Plane<br>[1413, 1430, 0]"]
2["Plane<br>[1946, 1963, 0]"]
3["StartSketchOnFace<br>[2652, 2683, 0]"]
221["Sweep Extrusion<br>[1492, 1520, 0]"]
222["Sweep Extrusion<br>[2214, 2242, 0]"]
223["Sweep Extrusion<br>[3098, 3127, 0]"]
224[Wall]
225[Wall]
226[Wall]
227[Wall]
228[Wall]
229["Cap Start"]
230["Cap End"]
231["SweepEdge Opposite"]
232["SweepEdge Opposite"]
233["SweepEdge Opposite"]
234["SweepEdge Opposite"]
235["SweepEdge Opposite"]
236["SweepEdge Adjacent"]
237["SweepEdge Adjacent"]
238["SweepEdge Adjacent"]
239["SweepEdge Adjacent"]
240["SweepEdge Adjacent"]
1 --- 4
2 --- 5
230 x--> 3
4 --- 7
4 --- 219
4 ---- 221
5 --- 8
5 --- 9
5 --- 10
5 --- 11
5 --- 12
5 --- 13
5 --- 14
5 --- 15
5 --- 16
5 --- 17
5 --- 18
5 --- 19
5 --- 20
5 --- 21
5 --- 22
5 --- 23
5 --- 24
5 --- 25
5 --- 26
5 --- 27
5 --- 28
5 --- 29
5 --- 30
5 --- 31
5 --- 32
5 --- 33
5 --- 34
5 --- 35
5 --- 36
5 --- 37
5 --- 38
5 --- 39
5 --- 40
5 --- 41
5 --- 42
5 --- 43
5 --- 44
5 --- 45
5 --- 46
5 --- 47
5 --- 48
5 --- 49
5 --- 50
5 --- 51
5 --- 52
5 --- 53
5 --- 54
5 --- 55
5 --- 56
5 --- 57
5 --- 58
5 --- 59
5 --- 60
5 --- 61
5 --- 62
5 --- 63
5 --- 64
5 --- 65
5 --- 66
5 --- 67
5 --- 68
5 --- 69
5 --- 70
5 --- 71
5 --- 72
5 --- 73
5 --- 74
5 --- 75
5 --- 76
5 --- 77
5 --- 78
5 --- 79
5 --- 80
5 --- 81
5 --- 82
5 --- 83
5 --- 84
5 --- 85
5 --- 86
5 --- 87
5 --- 88
5 --- 89
5 --- 90
5 --- 91
5 --- 92
5 --- 93
5 --- 94
5 --- 95
5 --- 96
5 --- 97
5 --- 98
5 --- 99
5 --- 100
5 --- 101
5 --- 102
5 --- 103
5 --- 104
5 --- 105
5 --- 106
5 --- 107
5 --- 108
5 --- 109
5 --- 110
5 --- 111
5 --- 112
5 --- 113
5 --- 114
5 --- 115
5 --- 116
5 --- 117
5 --- 118
5 --- 119
5 --- 120
5 --- 121
5 --- 122
5 --- 123
5 --- 124
5 --- 125
5 --- 126
5 --- 127
5 --- 128
5 --- 129
5 --- 130
5 --- 131
5 --- 132
5 --- 133
5 --- 134
5 --- 135
5 --- 136
5 --- 137
5 --- 138
5 --- 139
5 --- 140
5 --- 141
5 --- 142
5 --- 143
5 --- 144
5 --- 145
5 --- 146
5 --- 147
5 --- 148
5 --- 149
5 --- 150
5 --- 151
5 --- 152
5 --- 153
5 --- 154
5 --- 155
5 --- 156
5 --- 157
5 --- 158
5 --- 159
5 --- 160
5 --- 161
5 --- 162
5 --- 163
5 --- 164
5 --- 165
5 --- 166
5 --- 167
5 --- 168
5 --- 169
5 --- 170
5 --- 171
5 --- 172
5 --- 173
5 --- 174
5 --- 175
5 --- 176
5 --- 177
5 --- 178
5 --- 179
5 --- 180
5 --- 181
5 --- 182
5 --- 183
5 --- 184
5 --- 185
5 --- 186
5 --- 187
5 --- 188
5 --- 189
5 --- 190
5 --- 191
5 --- 192
5 --- 193
5 --- 194
5 --- 195
5 --- 196
5 --- 197
5 --- 198
5 --- 199
5 --- 200
5 --- 201
5 --- 202
5 --- 203
5 --- 204
5 --- 205
5 --- 206
5 --- 207
5 --- 208
5 --- 209
5 --- 210
5 --- 211
5 --- 218
5 ---- 222
6 --- 212
6 --- 213
6 --- 214
6 --- 215
6 --- 216
6 --- 217
6 --- 220
6 ---- 223
230 --- 6
7 --- 224
7 x--> 229
7 --- 231
7 --- 236
212 --- 227
212 x--> 230
212 --- 232
212 --- 238
213 --- 228
213 x--> 230
213 --- 235
213 --- 239
214 --- 225
214 x--> 230
214 --- 234
214 --- 240
216 --- 226
216 x--> 230
216 --- 233
216 --- 237
221 --- 224
221 --- 229
221 --- 230
221 --- 231
221 --- 236
223 --- 225
223 --- 226
223 --- 227
223 --- 228
223 --- 232
223 --- 233
223 --- 234
223 --- 235
223 --- 237
223 --- 238
223 --- 239
223 --- 240
231 <--x 224
236 <--x 224
234 <--x 225
239 <--x 225
240 <--x 225
233 <--x 226
237 <--x 226
240 <--x 226
232 <--x 227
237 <--x 227
238 <--x 227
235 <--x 228
238 <--x 228
239 <--x 228
232 <--x 229
233 <--x 229
234 <--x 229
235 <--x 229
231 <--x 230
```

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---
source: kcl-lib/src/simulation_tests.rs
description: Artifact graph flowchart helical-gear.kcl
extension: md
snapshot_kind: binary
---

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```mermaid
flowchart LR
subgraph path8 [Path]
8["Path<br>[889, 995, 0]"]
12["Segment<br>[1003, 1030, 0]"]
13["Segment<br>[1038, 1066, 0]"]
14["Segment<br>[1074, 1102, 0]"]
15["Segment<br>[1110, 1186, 0]"]
16["Segment<br>[1194, 1259, 0]"]
17["Segment<br>[1267, 1274, 0]"]
30[Solid2d]
end
subgraph path9 [Path]
9["Path<br>[1779, 1849, 0]"]
26["Segment<br>[2813, 2820, 0]"]
29[Solid2d]
end
subgraph path10 [Path]
10["Path<br>[1779, 1849, 0]"]
19["Segment<br>[1859, 2025, 0]"]
20["Segment<br>[2035, 2120, 0]"]
23["Segment<br>[2130, 2351, 0]"]
24["Segment<br>[2438, 2524, 0]"]
28["Segment<br>[2813, 2820, 0]"]
31[Solid2d]
end
subgraph path11 [Path]
11["Path<br>[1779, 1849, 0]"]
18["Segment<br>[1859, 2025, 0]"]
21["Segment<br>[2035, 2120, 0]"]
22["Segment<br>[2130, 2351, 0]"]
25["Segment<br>[2438, 2524, 0]"]
27["Segment<br>[2813, 2820, 0]"]
32[Solid2d]
end
1["Plane<br>[864, 881, 0]"]
2["Plane<br>[1730, 1768, 0]"]
3["Plane<br>[1730, 1768, 0]"]
4["Plane<br>[1730, 1768, 0]"]
5["StartSketchOnPlane<br>[1716, 1769, 0]"]
6["StartSketchOnPlane<br>[1716, 1769, 0]"]
7["StartSketchOnPlane<br>[1716, 1769, 0]"]
33["Sweep Loft<br>[3337, 3404, 0]"]
34[Wall]
35[Wall]
36[Wall]
37[Wall]
38["Cap Start"]
39["Cap End"]
40["SweepEdge Opposite"]
41["SweepEdge Opposite"]
42["SweepEdge Opposite"]
43["SweepEdge Opposite"]
44["SweepEdge Adjacent"]
45["SweepEdge Adjacent"]
46["SweepEdge Adjacent"]
47["SweepEdge Adjacent"]
1 --- 8
2 <--x 7
2 --- 9
3 <--x 5
3 --- 10
4 <--x 6
4 --- 11
8 --- 12
8 --- 13
8 --- 14
8 --- 15
8 --- 16
8 --- 17
8 --- 30
9 --- 26
9 --- 29
9 x---> 33
9 x--> 40
9 x--> 41
9 x--> 42
9 x--> 43
10 --- 19
10 --- 20
10 --- 23
10 --- 24
10 --- 28
10 --- 31
10 x---> 33
11 --- 18
11 --- 21
11 --- 22
11 --- 25
11 --- 27
11 --- 32
11 ---- 33
18 --- 34
18 x--> 38
18 --- 41
18 --- 47
21 --- 36
21 x--> 38
21 --- 42
21 --- 44
22 --- 35
22 x--> 38
22 --- 40
22 --- 46
25 --- 37
25 x--> 38
25 --- 43
25 --- 45
33 --- 34
33 --- 35
33 --- 36
33 --- 37
33 --- 38
33 --- 39
33 --- 40
33 --- 41
33 --- 42
33 --- 43
33 --- 44
33 --- 45
33 --- 46
33 --- 47
41 <--x 34
44 <--x 34
47 <--x 34
40 <--x 35
45 <--x 35
46 <--x 35
42 <--x 36
44 <--x 36
46 <--x 36
43 <--x 37
45 <--x 37
40 <--x 39
41 <--x 39
42 <--x 39
43 <--x 39
```

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---
source: kcl-lib/src/simulation_tests.rs
description: Operations executed helical-gear.kcl
---
[
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
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{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
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"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
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},
"sourceRange": []
}
},
{
"labeledArgs": {},
"name": "startSketchOn",
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"type": "StdLibCall",
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{
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"name": "offsetPlane",
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"artifact_id": "[uuid]"
},
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"labeledArgs": {
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"value": {
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"value": 0.0,
"ty": {
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"len": {
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"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"sourceRange": []
},
{
"type": "KclStdLibCall",
"name": "offsetPlane",
"unlabeledArg": {
"value": {
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"artifact_id": "[uuid]"
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"ty": {
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"angle": {
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}
}
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}
},
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},
{
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},
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"offset": {
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}
},
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}
},
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{
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"value": 23.0,
"ty": {
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}
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}
}
},
"sourceRange": []
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{
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"type": "Radians"
}
},
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},
"length": {
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"value": 23.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
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}
}
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}
}
},
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},
{
"type": "GroupBegin",
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"value": 19.733545036504076,
"ty": {
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"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
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"type": "Radians"
}
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"length": {
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"value": 19.733545036504076,
"ty": {
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"len": {
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},
"angle": {
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}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
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}
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}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"labeledArgs": {
"tool": {
"value": {
"type": "Sketch",
"value": {
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}
},
"sourceRange": []
}
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"name": "subtract2d",
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"type": "StdLibCall",
"unlabeledArg": {
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},
"sourceRange": []
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{
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"value": {
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},
"name": "subtract2d",
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"ty": {
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"len": {
"type": "Mm"
},
"angle": {
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}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "helicalGearSketch",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"offsetHeight": {
"value": {
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"value": 7.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"labeledArgs": {},
"name": "loft",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Array",
"value": [
{
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
{
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
{
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
}
]
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "helicalGear",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"gearHeight": {
"value": {
"type": "Number",
"value": 7.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"helixAngle": {
"value": {
"type": "Number",
"value": 35.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"module": {
"value": {
"type": "Number",
"value": 2.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"nTeeth": {
"value": {
"type": "Number",
"value": 21.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"pressureAngle": {
"value": {
"type": "Number",
"value": 20.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
}
]

10
rust/kcl-lib/tests/kcl_samples/helical-gear/program_memory.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Variables in memory after executing helical-gear.kcl
---
{
"helicalGear": {
"type": "Function",
"value": null
}
}

BIN
rust/kcl-lib/tests/kcl_samples/helical-gear/rendered_model.png Normal file
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rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/artifact_commands.snap Normal file
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6
rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/artifact_graph_flowchart.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Artifact graph flowchart helical-planetary-gearset.kcl
extension: md
snapshot_kind: binary
---

383
rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/artifact_graph_flowchart.snap.md Normal file
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```mermaid
flowchart LR
subgraph path27 [Path]
27["Path<br>[973, 1079, 0]"]
41["Segment<br>[1087, 1114, 0]"]
44["Segment<br>[1122, 1150, 0]"]
45["Segment<br>[1158, 1186, 0]"]
47["Segment<br>[1194, 1270, 0]"]
49["Segment<br>[1278, 1343, 0]"]
52["Segment<br>[1351, 1358, 0]"]
93[Solid2d]
end
subgraph path28 [Path]
28["Path<br>[973, 1079, 0]"]
42["Segment<br>[1087, 1114, 0]"]
43["Segment<br>[1122, 1150, 0]"]
46["Segment<br>[1158, 1186, 0]"]
48["Segment<br>[1194, 1270, 0]"]
50["Segment<br>[1278, 1343, 0]"]
51["Segment<br>[1351, 1358, 0]"]
95[Solid2d]
end
subgraph path29 [Path]
29["Path<br>[1863, 1933, 0]"]
55["Segment<br>[1943, 2109, 0]"]
58["Segment<br>[2119, 2204, 0]"]
64["Segment<br>[2214, 2435, 0]"]
67["Segment<br>[2522, 2608, 0]"]
69["Segment<br>[2897, 2904, 0]"]
92[Solid2d]
end
subgraph path30 [Path]
30["Path<br>[1863, 1933, 0]"]
70["Segment<br>[2897, 2904, 0]"]
98[Solid2d]
end
subgraph path31 [Path]
31["Path<br>[1863, 1933, 0]"]
53["Segment<br>[1943, 2109, 0]"]
57["Segment<br>[2119, 2204, 0]"]
62["Segment<br>[2214, 2435, 0]"]
66["Segment<br>[2522, 2608, 0]"]
71["Segment<br>[2897, 2904, 0]"]
99[Solid2d]
end
subgraph path32 [Path]
32["Path<br>[1863, 1933, 0]"]
56["Segment<br>[1943, 2109, 0]"]
60["Segment<br>[2119, 2204, 0]"]
61["Segment<br>[2214, 2435, 0]"]
65["Segment<br>[2522, 2608, 0]"]
74["Segment<br>[2897, 2904, 0]"]
100[Solid2d]
end
subgraph path33 [Path]
33["Path<br>[1863, 1933, 0]"]
73["Segment<br>[2897, 2904, 0]"]
102[Solid2d]
end
subgraph path34 [Path]
34["Path<br>[1863, 1933, 0]"]
54["Segment<br>[1943, 2109, 0]"]
59["Segment<br>[2119, 2204, 0]"]
63["Segment<br>[2214, 2435, 0]"]
68["Segment<br>[2522, 2608, 0]"]
72["Segment<br>[2897, 2904, 0]"]
103[Solid2d]
end
subgraph path35 [Path]
35["Path<br>[4327, 4397, 0]"]
77["Segment<br>[4407, 4573, 0]"]
79["Segment<br>[4583, 4668, 0]"]
83["Segment<br>[4678, 4899, 0]"]
84["Segment<br>[4986, 5072, 0]"]
88["Segment<br>[5361, 5368, 0]"]
96[Solid2d]
end
subgraph path36 [Path]
36["Path<br>[4327, 4397, 0]"]
75["Segment<br>[4407, 4573, 0]"]
80["Segment<br>[4583, 4668, 0]"]
82["Segment<br>[4678, 4899, 0]"]
85["Segment<br>[4986, 5072, 0]"]
87["Segment<br>[5361, 5368, 0]"]
101[Solid2d]
end
subgraph path37 [Path]
37["Path<br>[4327, 4397, 0]"]
76["Segment<br>[4407, 4573, 0]"]
78["Segment<br>[4583, 4668, 0]"]
81["Segment<br>[4678, 4899, 0]"]
86["Segment<br>[4986, 5072, 0]"]
89["Segment<br>[5361, 5368, 0]"]
105[Solid2d]
end
subgraph path38 [Path]
38["Path<br>[5579, 5631, 0]"]
91["Segment<br>[5579, 5631, 0]"]
94[Solid2d]
end
subgraph path39 [Path]
39["Path<br>[5579, 5631, 0]"]
97[Solid2d]
end
subgraph path40 [Path]
40["Path<br>[5579, 5631, 0]"]
90["Segment<br>[5579, 5631, 0]"]
104[Solid2d]
end
1["Plane<br>[948, 965, 0]"]
2["Plane<br>[948, 965, 0]"]
3["Plane<br>[1814, 1852, 0]"]
4["Plane<br>[1814, 1852, 0]"]
5["Plane<br>[1814, 1852, 0]"]
6["Plane<br>[1814, 1852, 0]"]
7["Plane<br>[1814, 1852, 0]"]
8["Plane<br>[1814, 1852, 0]"]
9["Plane<br>[4278, 4316, 0]"]
10["Plane<br>[4278, 4316, 0]"]
11["Plane<br>[4278, 4316, 0]"]
12["Plane<br>[5530, 5568, 0]"]
13["Plane<br>[5530, 5568, 0]"]
14["Plane<br>[5530, 5568, 0]"]
15["StartSketchOnPlane<br>[4264, 4317, 0]"]
16["StartSketchOnPlane<br>[1800, 1853, 0]"]
17["StartSketchOnPlane<br>[1800, 1853, 0]"]
18["StartSketchOnPlane<br>[1800, 1853, 0]"]
19["StartSketchOnPlane<br>[1800, 1853, 0]"]
20["StartSketchOnPlane<br>[4264, 4317, 0]"]
21["StartSketchOnPlane<br>[5516, 5569, 0]"]
22["StartSketchOnPlane<br>[4264, 4317, 0]"]
23["StartSketchOnPlane<br>[1800, 1853, 0]"]
24["StartSketchOnPlane<br>[1800, 1853, 0]"]
25["StartSketchOnPlane<br>[5516, 5569, 0]"]
26["StartSketchOnPlane<br>[5516, 5569, 0]"]
106["Sweep Loft<br>[3421, 3488, 0]"]
107["Sweep Loft<br>[3421, 3488, 0]"]
108["Sweep Loft<br>[6125, 6192, 0]"]
109[Wall]
110[Wall]
111[Wall]
112[Wall]
113[Wall]
114[Wall]
115[Wall]
116[Wall]
117[Wall]
118["Cap Start"]
119["Cap Start"]
120["Cap Start"]
121["Cap End"]
122["Cap End"]
123["Cap End"]
124["SweepEdge Opposite"]
125["SweepEdge Opposite"]
126["SweepEdge Opposite"]
127["SweepEdge Opposite"]
128["SweepEdge Opposite"]
129["SweepEdge Opposite"]
130["SweepEdge Opposite"]
131["SweepEdge Opposite"]
132["SweepEdge Opposite"]
133["SweepEdge Adjacent"]
134["SweepEdge Adjacent"]
135["SweepEdge Adjacent"]
136["SweepEdge Adjacent"]
137["SweepEdge Adjacent"]
138["SweepEdge Adjacent"]
139["SweepEdge Adjacent"]
140["SweepEdge Adjacent"]
141["SweepEdge Adjacent"]
1 --- 28
2 --- 27
3 <--x 24
3 --- 34
4 <--x 17
4 --- 33
5 <--x 19
5 --- 32
6 <--x 18
6 --- 30
7 <--x 16
7 --- 31
8 <--x 23
8 --- 29
9 <--x 22
9 --- 36
10 <--x 15
10 --- 35
11 <--x 20
11 --- 37
12 <--x 26
12 --- 38
13 <--x 25
13 --- 39
14 <--x 21
14 --- 40
27 --- 41
27 --- 44
27 --- 45
27 --- 47
27 --- 49
27 --- 52
27 --- 93
28 --- 42
28 --- 43
28 --- 46
28 --- 48
28 --- 50
28 --- 51
28 --- 95
29 --- 55
29 --- 58
29 --- 64
29 --- 67
29 --- 69
29 --- 92
29 ---- 107
30 --- 70
30 --- 98
30 x---> 107
30 x--> 128
30 x--> 129
30 x--> 130
30 x--> 131
31 --- 53
31 --- 57
31 --- 62
31 --- 66
31 --- 71
31 --- 99
31 ---- 106
32 --- 56
32 --- 60
32 --- 61
32 --- 65
32 --- 74
32 --- 100
32 x---> 107
33 --- 73
33 --- 102
33 x---> 106
33 x--> 124
33 x--> 125
33 x--> 126
33 x--> 127
34 --- 54
34 --- 59
34 --- 63
34 --- 68
34 --- 72
34 --- 103
34 x---> 106
35 --- 77
35 --- 79
35 --- 83
35 --- 84
35 --- 88
35 --- 96
36 --- 75
36 --- 80
36 --- 82
36 --- 85
36 --- 87
36 --- 101
37 --- 76
37 --- 78
37 --- 81
37 --- 86
37 --- 89
37 --- 105
38 --- 91
38 --- 94
38 ---- 108
39 --- 97
39 x---> 108
39 x--> 132
40 --- 90
40 --- 104
40 x---> 108
53 --- 111
53 x--> 119
53 --- 126
53 --- 135
55 --- 115
55 x--> 118
55 --- 130
55 --- 139
57 --- 109
57 x--> 119
57 --- 124
57 --- 134
58 --- 113
58 x--> 118
58 --- 131
58 --- 138
62 --- 110
62 x--> 119
62 --- 127
62 --- 136
64 --- 116
64 x--> 118
64 --- 129
64 --- 140
66 --- 112
66 x--> 119
66 --- 125
66 --- 133
67 --- 114
67 x--> 118
67 --- 128
67 --- 137
91 --- 117
91 x--> 120
91 --- 132
91 --- 141
106 --- 109
106 --- 110
106 --- 111
106 --- 112
106 --- 119
106 --- 122
106 --- 124
106 --- 125
106 --- 126
106 --- 127
106 --- 133
106 --- 134
106 --- 135
106 --- 136
107 --- 113
107 --- 114
107 --- 115
107 --- 116
107 --- 118
107 --- 121
107 --- 128
107 --- 129
107 --- 130
107 --- 131
107 --- 137
107 --- 138
107 --- 139
107 --- 140
108 --- 117
108 --- 120
108 --- 123
108 --- 132
108 --- 141
124 <--x 109
134 <--x 109
136 <--x 109
127 <--x 110
133 <--x 110
136 <--x 110
126 <--x 111
134 <--x 111
135 <--x 111
125 <--x 112
133 <--x 112
131 <--x 113
138 <--x 113
140 <--x 113
128 <--x 114
137 <--x 114
130 <--x 115
138 <--x 115
139 <--x 115
129 <--x 116
137 <--x 116
140 <--x 116
132 <--x 117
141 <--x 117
128 <--x 121
129 <--x 121
130 <--x 121
131 <--x 121
124 <--x 122
125 <--x 122
126 <--x 122
127 <--x 122
132 <--x 123
```

6871
rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/ast.snap Normal file
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rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/ops.snap Normal file
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rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/program_memory.snap Normal file
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@ -0,0 +1,32 @@
---
source: kcl-lib/src/simulation_tests.rs
description: Variables in memory after executing helical-planetary-gearset.kcl
---
{
"helicalGear": {
"type": "Function",
"value": null
},
"numPlanetGears": {
"type": "Number",
"value": 3.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"ringGear": {
"type": "Function",
"value": null
},
"seg01": {
"type": "TagIdentifier",
"type": "TagIdentifier",
"value": "seg01"
}
}

BIN
rust/kcl-lib/tests/kcl_samples/helical-planetary-gearset/rendered_model.png Normal file
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rust/kcl-lib/tests/kcl_samples/herringbone-gear/artifact_commands.snap Normal file
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6
rust/kcl-lib/tests/kcl_samples/herringbone-gear/artifact_graph_flowchart.snap Normal file
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@ -0,0 +1,6 @@
---
source: kcl-lib/src/simulation_tests.rs
description: Artifact graph flowchart herringbone-gear.kcl
extension: md
snapshot_kind: binary
---

119
rust/kcl-lib/tests/kcl_samples/herringbone-gear/artifact_graph_flowchart.snap.md Normal file
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@ -0,0 +1,119 @@
```mermaid
flowchart LR
subgraph path5 [Path]
5["Path<br>[1136, 1206, 0]"]
9["Segment<br>[1216, 1382, 0]"]
11["Segment<br>[1392, 1477, 0]"]
14["Segment<br>[1487, 1708, 0]"]
15["Segment<br>[1795, 1881, 0]"]
17["Segment<br>[2170, 2177, 0]"]
22[Solid2d]
end
subgraph path6 [Path]
6["Path<br>[1136, 1206, 0]"]
10["Segment<br>[1216, 1382, 0]"]
12["Segment<br>[1392, 1477, 0]"]
13["Segment<br>[1487, 1708, 0]"]
16["Segment<br>[1795, 1881, 0]"]
18["Segment<br>[2170, 2177, 0]"]
23[Solid2d]
end
subgraph path7 [Path]
7["Path<br>[2256, 2291, 0]"]
20["Segment<br>[2256, 2291, 0]"]
21[Solid2d]
end
subgraph path8 [Path]
8["Path<br>[2256, 2291, 0]"]
19["Segment<br>[2256, 2291, 0]"]
24[Solid2d]
end
1["Plane<br>[1087, 1125, 0]"]
2["Plane<br>[1087, 1125, 0]"]
3["StartSketchOnPlane<br>[1073, 1126, 0]"]
4["StartSketchOnPlane<br>[1073, 1126, 0]"]
25["Sweep Loft<br>[2816, 2917, 0]"]
26[Wall]
27[Wall]
28[Wall]
29[Wall]
30["Cap Start"]
31["Cap End"]
32["SweepEdge Opposite"]
33["SweepEdge Opposite"]
34["SweepEdge Opposite"]
35["SweepEdge Opposite"]
36["SweepEdge Adjacent"]
37["SweepEdge Adjacent"]
38["SweepEdge Adjacent"]
39["SweepEdge Adjacent"]
1 <--x 4
1 --- 5
1 --- 7
2 <--x 3
2 --- 6
2 --- 8
5 --- 9
5 --- 11
5 --- 14
5 --- 15
5 --- 17
5 --- 22
5 x---> 25
6 --- 10
6 --- 12
6 --- 13
6 --- 16
6 --- 18
6 --- 23
6 ---- 25
7 --- 20
7 --- 21
8 --- 19
8 --- 24
10 --- 28
10 x--> 30
10 --- 35
10 --- 36
12 --- 27
12 x--> 30
12 --- 33
12 --- 39
13 --- 26
13 x--> 30
13 --- 32
13 --- 37
16 --- 29
16 x--> 30
16 --- 34
16 --- 38
25 --- 26
25 --- 27
25 --- 28
25 --- 29
25 --- 30
25 --- 31
25 --- 32
25 --- 33
25 --- 34
25 --- 35
25 --- 36
25 --- 37
25 --- 38
25 --- 39
32 <--x 26
37 <--x 26
38 <--x 26
33 <--x 27
37 <--x 27
39 <--x 27
35 <--x 28
36 <--x 28
39 <--x 28
34 <--x 29
38 <--x 29
32 <--x 31
33 <--x 31
34 <--x 31
35 <--x 31
```

2773
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---
source: kcl-lib/src/simulation_tests.rs
description: Operations executed herringbone-gear.kcl
---
[
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"type": "KclStdLibCall",
"name": "offsetPlane",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
},
"labeledArgs": {
"offset": {
"value": {
"type": "Number",
"value": 0.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"sourceRange": []
},
{
"type": "KclStdLibCall",
"name": "offsetPlane",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
},
"labeledArgs": {
"offset": {
"value": {
"type": "Number",
"value": 4.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 1.5707963267948966,
"ty": {
"type": "Known",
"type": "Angle",
"type": "Radians"
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 12.128696578449956,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 1.3195388864186572,
"ty": {
"type": "Known",
"type": "Angle",
"type": "Radians"
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 12.128696578449956,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 1.6824973989225336,
"ty": {
"type": "Known",
"type": "Angle",
"type": "Radians"
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 13.5,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 1.4312399585462943,
"ty": {
"type": "Known",
"type": "Angle",
"type": "Radians"
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 13.5,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 1.82212373908208,
"ty": {
"type": "Known",
"type": "Angle",
"type": "Radians"
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 12.128696578449956,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 1.5708662987058406,
"ty": {
"type": "Known",
"type": "Angle",
"type": "Radians"
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 12.128696578449956,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"labeledArgs": {
"tool": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
"name": "subtract2d",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"labeledArgs": {
"tool": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
"name": "subtract2d",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "herringboneGearSketch",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"offsetHeight": {
"value": {
"type": "Number",
"value": 0.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "herringboneGearSketch",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"offsetHeight": {
"value": {
"type": "Number",
"value": 4.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "KclStdLibCall",
"name": "clone",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
},
"labeledArgs": {},
"sourceRange": []
},
{
"labeledArgs": {
"vDegree": {
"value": {
"type": "Number",
"value": 1.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"name": "loft",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Array",
"value": [
{
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
{
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
{
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
}
]
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "herringboneGear",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"gearHeight": {
"value": {
"type": "Number",
"value": 8.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"helixAngle": {
"value": {
"type": "Number",
"value": 40.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"module": {
"value": {
"type": "Number",
"value": 1.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"nTeeth": {
"value": {
"type": "Number",
"value": 25.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"pressureAngle": {
"value": {
"type": "Number",
"value": 14.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
}
]

10
rust/kcl-lib/tests/kcl_samples/herringbone-gear/program_memory.snap Normal file
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@ -0,0 +1,10 @@
---
source: kcl-lib/src/simulation_tests.rs
description: Variables in memory after executing herringbone-gear.kcl
---
{
"herringboneGear": {
"type": "Function",
"value": null
}
}

BIN
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6
rust/kcl-lib/tests/kcl_samples/herringbone-planetary-gearset/artifact_graph_flowchart.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Artifact graph flowchart herringbone-planetary-gearset.kcl
extension: md
snapshot_kind: binary
---

315
rust/kcl-lib/tests/kcl_samples/herringbone-planetary-gearset/artifact_graph_flowchart.snap.md Normal file
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@ -0,0 +1,315 @@
```mermaid
flowchart LR
subgraph path17 [Path]
17["Path<br>[1219, 1289, 0]"]
29["Segment<br>[1299, 1465, 0]"]
35["Segment<br>[1475, 1560, 0]"]
38["Segment<br>[1570, 1791, 0]"]
42["Segment<br>[1878, 1964, 0]"]
45["Segment<br>[2253, 2260, 0]"]
67[Solid2d]
end
subgraph path18 [Path]
18["Path<br>[1219, 1289, 0]"]
31["Segment<br>[1299, 1465, 0]"]
36["Segment<br>[1475, 1560, 0]"]
39["Segment<br>[1570, 1791, 0]"]
41["Segment<br>[1878, 1964, 0]"]
48["Segment<br>[2253, 2260, 0]"]
68[Solid2d]
end
subgraph path19 [Path]
19["Path<br>[1219, 1289, 0]"]
30["Segment<br>[1299, 1465, 0]"]
34["Segment<br>[1475, 1560, 0]"]
40["Segment<br>[1570, 1791, 0]"]
44["Segment<br>[1878, 1964, 0]"]
46["Segment<br>[2253, 2260, 0]"]
70[Solid2d]
end
subgraph path20 [Path]
20["Path<br>[1219, 1289, 0]"]
32["Segment<br>[1299, 1465, 0]"]
33["Segment<br>[1475, 1560, 0]"]
37["Segment<br>[1570, 1791, 0]"]
43["Segment<br>[1878, 1964, 0]"]
47["Segment<br>[2253, 2260, 0]"]
71[Solid2d]
end
subgraph path21 [Path]
21["Path<br>[2339, 2374, 0]"]
51["Segment<br>[2339, 2374, 0]"]
65[Solid2d]
end
subgraph path22 [Path]
22["Path<br>[2339, 2374, 0]"]
49["Segment<br>[2339, 2374, 0]"]
72[Solid2d]
end
subgraph path23 [Path]
23["Path<br>[2339, 2374, 0]"]
50["Segment<br>[2339, 2374, 0]"]
75[Solid2d]
end
subgraph path24 [Path]
24["Path<br>[2339, 2374, 0]"]
52["Segment<br>[2339, 2374, 0]"]
76[Solid2d]
end
subgraph path25 [Path]
25["Path<br>[3843, 3913, 0]"]
53["Segment<br>[3923, 4089, 0]"]
56["Segment<br>[4099, 4184, 0]"]
58["Segment<br>[4194, 4415, 0]"]
59["Segment<br>[4502, 4588, 0]"]
61["Segment<br>[4877, 4884, 0]"]
69[Solid2d]
end
subgraph path26 [Path]
26["Path<br>[3843, 3913, 0]"]
54["Segment<br>[3923, 4089, 0]"]
55["Segment<br>[4099, 4184, 0]"]
57["Segment<br>[4194, 4415, 0]"]
60["Segment<br>[4502, 4588, 0]"]
62["Segment<br>[4877, 4884, 0]"]
74[Solid2d]
end
subgraph path27 [Path]
27["Path<br>[5095, 5146, 0]"]
64["Segment<br>[5095, 5146, 0]"]
66[Solid2d]
end
subgraph path28 [Path]
28["Path<br>[5095, 5146, 0]"]
63["Segment<br>[5095, 5146, 0]"]
73[Solid2d]
end
1["Plane<br>[1170, 1208, 0]"]
2["Plane<br>[1170, 1208, 0]"]
3["Plane<br>[1170, 1208, 0]"]
4["Plane<br>[1170, 1208, 0]"]
5["Plane<br>[3794, 3832, 0]"]
6["Plane<br>[3794, 3832, 0]"]
7["Plane<br>[5046, 5084, 0]"]
8["Plane<br>[5046, 5084, 0]"]
9["StartSketchOnPlane<br>[1156, 1209, 0]"]
10["StartSketchOnPlane<br>[1156, 1209, 0]"]
11["StartSketchOnPlane<br>[3780, 3833, 0]"]
12["StartSketchOnPlane<br>[5032, 5085, 0]"]
13["StartSketchOnPlane<br>[3780, 3833, 0]"]
14["StartSketchOnPlane<br>[1156, 1209, 0]"]
15["StartSketchOnPlane<br>[1156, 1209, 0]"]
16["StartSketchOnPlane<br>[5032, 5085, 0]"]
77["Sweep Loft<br>[2899, 3000, 0]"]
78["Sweep Loft<br>[2899, 3000, 0]"]
79["Sweep Loft<br>[5671, 5772, 0]"]
80[Wall]
81[Wall]
82[Wall]
83[Wall]
84[Wall]
85[Wall]
86[Wall]
87[Wall]
88[Wall]
89["Cap Start"]
90["Cap Start"]
91["Cap Start"]
92["Cap End"]
93["Cap End"]
94["Cap End"]
95["SweepEdge Opposite"]
96["SweepEdge Opposite"]
97["SweepEdge Opposite"]
98["SweepEdge Opposite"]
99["SweepEdge Opposite"]
100["SweepEdge Opposite"]
101["SweepEdge Opposite"]
102["SweepEdge Opposite"]
103["SweepEdge Opposite"]
104["SweepEdge Adjacent"]
105["SweepEdge Adjacent"]
106["SweepEdge Adjacent"]
107["SweepEdge Adjacent"]
108["SweepEdge Adjacent"]
109["SweepEdge Adjacent"]
110["SweepEdge Adjacent"]
111["SweepEdge Adjacent"]
112["SweepEdge Adjacent"]
1 <--x 15
1 --- 18
1 --- 24
2 <--x 9
2 --- 17
2 --- 22
3 <--x 14
3 --- 20
3 --- 21
4 <--x 10
4 --- 19
4 --- 23
5 <--x 13
5 --- 25
6 <--x 11
6 --- 26
7 <--x 16
7 --- 27
8 <--x 12
8 --- 28
17 --- 29
17 --- 35
17 --- 38
17 --- 42
17 --- 45
17 --- 67
17 x---> 77
18 --- 31
18 --- 36
18 --- 39
18 --- 41
18 --- 48
18 --- 68
18 x---> 78
19 --- 30
19 --- 34
19 --- 40
19 --- 44
19 --- 46
19 --- 70
19 ---- 78
20 --- 32
20 --- 33
20 --- 37
20 --- 43
20 --- 47
20 --- 71
20 ---- 77
21 --- 51
21 --- 65
22 --- 49
22 --- 72
23 --- 50
23 --- 75
24 --- 52
24 --- 76
25 --- 53
25 --- 56
25 --- 58
25 --- 59
25 --- 61
25 --- 69
26 --- 54
26 --- 55
26 --- 57
26 --- 60
26 --- 62
26 --- 74
27 --- 64
27 --- 66
27 ---- 79
28 --- 63
28 --- 73
28 x---> 79
30 --- 85
30 x--> 89
30 --- 101
30 --- 109
32 --- 83
32 x--> 91
32 --- 98
32 --- 104
33 --- 81
33 x--> 91
33 --- 97
33 --- 106
34 --- 84
34 x--> 89
34 --- 102
34 --- 108
37 --- 80
37 x--> 91
37 --- 96
37 --- 107
40 --- 86
40 x--> 89
40 --- 100
40 --- 110
43 --- 82
43 x--> 91
43 --- 95
43 --- 105
44 --- 87
44 x--> 89
44 --- 99
44 --- 111
64 --- 88
64 x--> 90
64 --- 103
64 --- 112
77 --- 80
77 --- 81
77 --- 82
77 --- 83
77 --- 91
77 --- 94
77 --- 95
77 --- 96
77 --- 97
77 --- 98
77 --- 104
77 --- 105
77 --- 106
77 --- 107
78 --- 84
78 --- 85
78 --- 86
78 --- 87
78 --- 89
78 --- 92
78 --- 99
78 --- 100
78 --- 101
78 --- 102
78 --- 108
78 --- 109
78 --- 110
78 --- 111
79 --- 88
79 --- 90
79 --- 93
79 --- 103
79 --- 112
96 <--x 80
105 <--x 80
107 <--x 80
97 <--x 81
106 <--x 81
107 <--x 81
95 <--x 82
105 <--x 82
98 <--x 83
104 <--x 83
106 <--x 83
102 <--x 84
108 <--x 84
110 <--x 84
101 <--x 85
108 <--x 85
109 <--x 85
100 <--x 86
110 <--x 86
111 <--x 86
99 <--x 87
111 <--x 87
103 <--x 88
112 <--x 88
99 <--x 92
100 <--x 92
101 <--x 92
102 <--x 92
103 <--x 93
95 <--x 94
96 <--x 94
97 <--x 94
98 <--x 94
```

6106
rust/kcl-lib/tests/kcl_samples/herringbone-planetary-gearset/ast.snap Normal file
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rust/kcl-lib/tests/kcl_samples/herringbone-planetary-gearset/ops.snap Normal file
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32
rust/kcl-lib/tests/kcl_samples/herringbone-planetary-gearset/program_memory.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Variables in memory after executing herringbone-planetary-gearset.kcl
---
{
"herringboneGear": {
"type": "Function",
"value": null
},
"numPlanetGears": {
"type": "Number",
"value": 4.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"ringGear": {
"type": "Function",
"value": null
},
"seg01": {
"type": "TagIdentifier",
"type": "TagIdentifier",
"value": "seg01"
}
}

BIN
rust/kcl-lib/tests/kcl_samples/herringbone-planetary-gearset/rendered_model.png Normal file
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4581
rust/kcl-lib/tests/kcl_samples/spur-gear/artifact_commands.snap Normal file
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2
rust/kcl-lib/tests/kcl_samples/gear/artifact_graph_flowchart.snap → rust/kcl-lib/tests/kcl_samples/spur-gear/artifact_graph_flowchart.snap
View File

@ -1,6 +1,6 @@
---
source: kcl-lib/src/simulation_tests.rs
description: Artifact graph flowchart gear.kcl
description: Artifact graph flowchart spur-gear.kcl
extension: md
snapshot_kind: binary
---

100
rust/kcl-lib/tests/kcl_samples/spur-gear/artifact_graph_flowchart.snap.md Normal file
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```mermaid
flowchart LR
subgraph path3 [Path]
3["Path<br>[1065, 1171, 0]"]
5["Segment<br>[1179, 1206, 0]"]
6["Segment<br>[1214, 1242, 0]"]
7["Segment<br>[1250, 1278, 0]"]
8["Segment<br>[1286, 1362, 0]"]
9["Segment<br>[1370, 1435, 0]"]
10["Segment<br>[1443, 1450, 0]"]
16[Solid2d]
end
subgraph path4 [Path]
4["Path<br>[1601, 1663, 0]"]
11["Segment<br>[1671, 1819, 0]"]
12["Segment<br>[1827, 1900, 0]"]
13["Segment<br>[1908, 2112, 0]"]
14["Segment<br>[2194, 2268, 0]"]
15["Segment<br>[2538, 2545, 0]"]
17[Solid2d]
end
1["Plane<br>[1040, 1057, 0]"]
2["Plane<br>[1576, 1593, 0]"]
18["Sweep Extrusion<br>[2697, 2725, 0]"]
19[Wall]
20[Wall]
21[Wall]
22[Wall]
23["Cap Start"]
24["Cap End"]
25["SweepEdge Opposite"]
26["SweepEdge Opposite"]
27["SweepEdge Opposite"]
28["SweepEdge Opposite"]
29["SweepEdge Adjacent"]
30["SweepEdge Adjacent"]
31["SweepEdge Adjacent"]
32["SweepEdge Adjacent"]
1 --- 3
2 --- 4
3 --- 5
3 --- 6
3 --- 7
3 --- 8
3 --- 9
3 --- 10
3 --- 16
4 --- 11
4 --- 12
4 --- 13
4 --- 14
4 --- 15
4 --- 17
4 ---- 18
11 --- 22
11 x--> 23
11 --- 25
11 --- 29
12 --- 21
12 x--> 23
12 --- 26
12 --- 30
13 --- 20
13 x--> 23
13 --- 27
13 --- 31
14 --- 19
14 x--> 23
14 --- 28
14 --- 32
18 --- 19
18 --- 20
18 --- 21
18 --- 22
18 --- 23
18 --- 24
18 --- 25
18 --- 26
18 --- 27
18 --- 28
18 --- 29
18 --- 30
18 --- 31
18 --- 32
28 <--x 19
31 <--x 19
32 <--x 19
27 <--x 20
30 <--x 20
31 <--x 20
26 <--x 21
29 <--x 21
30 <--x 21
25 <--x 22
29 <--x 22
25 <--x 24
26 <--x 24
27 <--x 24
28 <--x 24
```

2922
rust/kcl-lib/tests/kcl_samples/spur-gear/ast.snap Normal file
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309
rust/kcl-lib/tests/kcl_samples/spur-gear/ops.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Operations executed spur-gear.kcl
---
[
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 0.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 15.282157688846944,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 7.619047619047619,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 17.25,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 17.142857142857142,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 15.282157688846944,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"labeledArgs": {
"tool": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
"name": "subtract2d",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"labeledArgs": {
"length": {
"value": {
"type": "Number",
"value": 6.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"name": "extrude",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "spurGear",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"gearHeight": {
"value": {
"type": "Number",
"value": 6.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"module": {
"value": {
"type": "Number",
"value": 1.5,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"nTeeth": {
"value": {
"type": "Number",
"value": 21.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"pressureAngle": {
"value": {
"type": "Number",
"value": 14.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
}
]

10
rust/kcl-lib/tests/kcl_samples/spur-gear/program_memory.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Variables in memory after executing spur-gear.kcl
---
{
"spurGear": {
"type": "Function",
"value": null
}
}

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rust/kcl-lib/tests/kcl_samples/spur-reduction-gearset/artifact_graph_flowchart.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Artifact graph flowchart spur-reduction-gearset.kcl
extension: md
snapshot_kind: binary
---

175
rust/kcl-lib/tests/kcl_samples/spur-reduction-gearset/artifact_graph_flowchart.snap.md Normal file
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```mermaid
flowchart LR
subgraph path3 [Path]
3["Path<br>[625, 687, 0]"]
7["Segment<br>[695, 843, 0]"]
9["Segment<br>[851, 924, 0]"]
12["Segment<br>[932, 1136, 0]"]
14["Segment<br>[1218, 1292, 0]"]
15["Segment<br>[1562, 1569, 0]"]
19[Solid2d]
end
subgraph path4 [Path]
4["Path<br>[625, 687, 0]"]
8["Segment<br>[695, 843, 0]"]
10["Segment<br>[851, 924, 0]"]
11["Segment<br>[932, 1136, 0]"]
13["Segment<br>[1218, 1292, 0]"]
16["Segment<br>[1562, 1569, 0]"]
21[Solid2d]
end
subgraph path5 [Path]
5["Path<br>[1653, 1688, 0]"]
18["Segment<br>[1653, 1688, 0]"]
20[Solid2d]
end
subgraph path6 [Path]
6["Path<br>[1653, 1688, 0]"]
17["Segment<br>[1653, 1688, 0]"]
22[Solid2d]
end
1["Plane<br>[600, 617, 0]"]
2["Plane<br>[600, 617, 0]"]
23["Sweep Extrusion<br>[1745, 1773, 0]"]
24["Sweep Extrusion<br>[1745, 1773, 0]"]
25[Wall]
26[Wall]
27[Wall]
28[Wall]
29[Wall]
30[Wall]
31[Wall]
32[Wall]
33["Cap Start"]
34["Cap Start"]
35["Cap End"]
36["Cap End"]
37["SweepEdge Opposite"]
38["SweepEdge Opposite"]
39["SweepEdge Opposite"]
40["SweepEdge Opposite"]
41["SweepEdge Opposite"]
42["SweepEdge Opposite"]
43["SweepEdge Opposite"]
44["SweepEdge Opposite"]
45["SweepEdge Adjacent"]
46["SweepEdge Adjacent"]
47["SweepEdge Adjacent"]
48["SweepEdge Adjacent"]
49["SweepEdge Adjacent"]
50["SweepEdge Adjacent"]
51["SweepEdge Adjacent"]
52["SweepEdge Adjacent"]
1 --- 3
1 --- 5
2 --- 4
2 --- 6
3 --- 7
3 --- 9
3 --- 12
3 --- 14
3 --- 15
3 --- 19
3 ---- 24
4 --- 8
4 --- 10
4 --- 11
4 --- 13
4 --- 16
4 --- 21
4 ---- 23
5 --- 18
5 --- 20
6 --- 17
6 --- 22
7 --- 29
7 x--> 33
7 --- 42
7 --- 49
8 --- 28
8 x--> 34
8 --- 38
8 --- 46
9 --- 30
9 x--> 33
9 --- 43
9 --- 50
10 --- 26
10 x--> 34
10 --- 40
10 --- 45
11 --- 25
11 x--> 34
11 --- 37
11 --- 47
12 --- 31
12 x--> 33
12 --- 41
12 --- 51
13 --- 27
13 x--> 34
13 --- 39
13 --- 48
14 --- 32
14 x--> 33
14 --- 44
14 --- 52
23 --- 25
23 --- 26
23 --- 27
23 --- 28
23 --- 34
23 --- 36
23 --- 37
23 --- 38
23 --- 39
23 --- 40
23 --- 45
23 --- 46
23 --- 47
23 --- 48
24 --- 29
24 --- 30
24 --- 31
24 --- 32
24 --- 33
24 --- 35
24 --- 41
24 --- 42
24 --- 43
24 --- 44
24 --- 49
24 --- 50
24 --- 51
24 --- 52
37 <--x 25
45 <--x 25
47 <--x 25
40 <--x 26
45 <--x 26
46 <--x 26
39 <--x 27
47 <--x 27
48 <--x 27
38 <--x 28
46 <--x 28
42 <--x 29
49 <--x 29
43 <--x 30
49 <--x 30
50 <--x 30
41 <--x 31
50 <--x 31
51 <--x 31
44 <--x 32
51 <--x 32
52 <--x 32
41 <--x 35
42 <--x 35
43 <--x 35
44 <--x 35
37 <--x 36
38 <--x 36
39 <--x 36
40 <--x 36
```

2348
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rust/kcl-lib/tests/kcl_samples/spur-reduction-gearset/ops.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Operations executed spur-reduction-gearset.kcl
---
[
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"labeledArgs": {},
"name": "startSketchOn",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Plane",
"artifact_id": "[uuid]"
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 0.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 12.371270510018954,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 0.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 37.113811530056864,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
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"type": "Number",
"value": 9.411764705882353,
"ty": {
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"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 14.25,
"ty": {
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"len": {
"type": "Mm"
},
"angle": {
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}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 3.1372549019607843,
"ty": {
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"type": "Mm"
},
"angle": {
"type": "Degrees"
}
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},
"sourceRange": []
},
"length": {
"value": {
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"value": 39.75,
"ty": {
"type": "Default",
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"type": "Mm"
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"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
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"value": 21.176470588235293,
"ty": {
"type": "Default",
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"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 12.371270510018954,
"ty": {
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"len": {
"type": "Mm"
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"angle": {
"type": "Degrees"
}
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"sourceRange": []
}
}
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"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "polar",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"angle": {
"value": {
"type": "Number",
"value": 7.0588235294117645,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
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"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"length": {
"value": {
"type": "Number",
"value": 37.113811530056864,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"labeledArgs": {
"tool": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
"name": "subtract2d",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"labeledArgs": {
"tool": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
"name": "subtract2d",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"labeledArgs": {
"length": {
"value": {
"type": "Number",
"value": 9.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"name": "extrude",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"labeledArgs": {
"length": {
"value": {
"type": "Number",
"value": 7.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
},
"name": "extrude",
"sourceRange": [],
"type": "StdLibCall",
"unlabeledArg": {
"value": {
"type": "Sketch",
"value": {
"artifactId": "[uuid]"
}
},
"sourceRange": []
}
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "spurGear",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"gearHeight": {
"value": {
"type": "Number",
"value": 9.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"module": {
"value": {
"type": "Number",
"value": 1.5,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"nTeeth": {
"value": {
"type": "Number",
"value": 17.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"pressureAngle": {
"value": {
"type": "Number",
"value": 14.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupBegin",
"group": {
"type": "FunctionCall",
"name": "spurGear",
"functionSourceRange": [],
"unlabeledArg": null,
"labeledArgs": {
"gearHeight": {
"value": {
"type": "Number",
"value": 7.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"module": {
"value": {
"type": "Number",
"value": 1.5,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"nTeeth": {
"value": {
"type": "Number",
"value": 51.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
},
"pressureAngle": {
"value": {
"type": "Number",
"value": 14.0,
"ty": {
"type": "Default",
"len": {
"type": "Mm"
},
"angle": {
"type": "Degrees"
}
}
},
"sourceRange": []
}
}
},
"sourceRange": []
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
},
{
"type": "GroupEnd"
}
]

15
rust/kcl-lib/tests/kcl_samples/spur-reduction-gearset/program_memory.snap Normal file
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---
source: kcl-lib/src/simulation_tests.rs
description: Variables in memory after executing spur-reduction-gearset.kcl
---
{
"seg01": {
"type": "TagIdentifier",
"type": "TagIdentifier",
"value": "seg01"
},
"spurGear": {
"type": "Function",
"value": null
}
}

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