func plotInvCurve(g gear.Gear, canvas *svg.SVG) {
var px []int
var py []int
var pyi []int
var x, y float64
var r, sr, ang float64
var offsetAng float64
br := g.GetBaseCircleDia() * factor / 2 // Base Radius
or := g.GetOutsideDia() * factor / 2 // Outside Radius
rr := g.GetRootCircleDia() * factor / 2 // Root Radius
pr := g.Pd * factor / 2 // Pitch Circle Radius
ang = involuteIntersectAngle(br, pr)
x, y = xyLocation(br, ang)
offsetAng = math.Atan(y/x) * -1
offsetAng += (math.Pi / (float64(g.N) / 2.0)) / -4.0
if rr > br {
sr = rr
} else {
sr = br
}
rinc := (or - sr) / 100
for r = sr; r <= or; r += rinc {
ang = involuteIntersectAngle(br, r)
x, y = xyLocation(br, ang)
px = append(px, int(x))
py = append(py, int(y))
pyi = append(pyi, int(y)*-1)
}
if br > rr {
px = append([]int{int(rr)}, px...)
py = append([]int{0}, py...)
pyi = append([]int{0}, pyi...)
}
canvas.Gtransform(fmt.Sprintf("rotate(%0.4f)", offsetAng*RadToDeg))
canvas.Polyline(px, py, style("solid"))
canvas.Gend()
canvas.Gtransform(fmt.Sprintf("rotate(%0.4f)", offsetAng*RadToDeg*-1.0))
canvas.Polyline(px, pyi, style("solid"))
canvas.Gend()
sx, sy := rotXY(px[len(px)-1], py[len(py)-1], offsetAng)
ex, ey := rotXY(px[len(px)-1], pyi[len(pyi)-1], offsetAng*-1.0)
canvas.Path(fmt.Sprintf("M%d,%d A%d,%d 0 0 1 %d,%d",
sx, sy, int(or), int(or),
ex, ey), style("solid"))
sx, sy = rotXY(px[0], py[0], -offsetAng)
ex, ey = rotXY(px[0], py[0], ((2*math.Pi)/float64(g.N))+offsetAng)
canvas.Path(fmt.Sprintf("M%d,%d A%d,%d 0 0 1 %d,%d",
sx, sy, int(rr), int(rr),
ex, ey), style("solid"))
}
func plotGear(cx int, cy int, rot float64, g gear.Gear, canvas *svg.SVG) {
canvas.Gtransform(fmt.Sprintf("translate(%d, %d)", cx, cy))
canvas.Circle(0, 0, int(g.Pd*factor/2), style("dash"))
cntrLen := int(g.GetOutsideDia() * factor / 8)
canvas.Line(-cntrLen, 0, cntrLen, 0, style("solid"))
canvas.Line(0, -cntrLen, 0, cntrLen, style("solid"))
canvas.Gtransform(fmt.Sprintf("rotate(%0.3f)", rot))
for i := 0; i < g.N; i++ {
canvas.Line(int((math.Cos((360/float64(g.N))*float64(i)*DegToRad) * g.GetRootCircleDia() * factor / 2)),
int((math.Sin((360/float64(g.N))*float64(i)*DegToRad) * g.GetRootCircleDia() * factor / 2)),
int((math.Cos((360/float64(g.N))*float64(i)*DegToRad) * g.GetOutsideDia() * factor / 2)),
int((math.Sin((360/float64(g.N))*float64(i)*DegToRad) * g.GetOutsideDia() * factor / 2)),
style("dash"))
canvas.Gtransform(fmt.Sprintf("rotate(%f)", 360.0/float64(g.N)*float64(i)))
plotInvCurve(g, canvas)
canvas.Gend()
}
canvas.Gend()
canvas.Gend()
}
