kcl-samples → cycloidal-gear
cycloidal-gear

KCL
// Cycloidal Gear
// A cycloidal gear is a gear with a continuous, curved tooth profile. They are used in watchmaking and high precision robotics actuation
// Set units
@settings(defaultLengthUnit = in, kclVersion = 1.0)
// Create a function for the cycloidal gear
fn cycloidalGear(gearPitch, gearHeight, holeDiameter, helixAngle: number(deg)) {
// Create a function to draw the gear profile as a sketch. Rotate each profile about the gear's axis by an helix angle proportional to the total gear height
fn gearSketch(@gHeight) {
helixAngleP = helixAngle * gHeight / gearHeight
gearProfile = startSketchOn(offsetPlane(XY, offset = gHeight))
|> startProfile(at = [
gearPitch * 1.55 * cos(helixAngleP) + gearPitch * sin(-helixAngleP),
gearPitch * 1.55 * sin(helixAngleP) + gearPitch * cos(-helixAngleP)
])
|> arc(angleStart = 90 + helixAngleP, angleEnd = -90 + helixAngleP, radius = gearPitch)
|> tangentialArc(radius = gearPitch * 1.67, angle = 60)
|> tangentialArc(radius = gearPitch, angle = -180)
|> tangentialArc(radius = gearPitch * 1.67, angle = 60)
|> tangentialArc(radius = gearPitch, angle = -180)
|> tangentialArc(endAbsolute = [profileStartX(%), profileStartY(%)])
|> close(%)
|> subtract2d(tool = circle(center = [0, 0], radius = holeDiameter / 2))
return gearProfile
}
// Draw sketches of the gear profile along the gear height and loft them together
gearLoft = loft([
gearSketch(0),
gearSketch(gearHeight / 2),
gearSketch(gearHeight)
])
return gearLoft
}
// Call the cycloidal gear function
cycloidalGear(
gearPitch = .3,
gearHeight = 1.5,
holeDiameter = 0.297,
helixAngle = -80,
)