WineRack: Make unnecessary walls optional
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0e7827f9a9
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7453455512
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@ -33,8 +33,13 @@ class WineRack(Boxes):
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self.argparser.add_argument(
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"--radius", action="store", type=float, default=46.,
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help="Radius of comb")
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self.argparser.add_argument(
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"--walls", action="store", type=str, default="all",
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choices=("minimal", "no_verticals", "all"),
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help="which of the honey comb walls to add")
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def hexFingerHoles(self, x, y, l, angle=90):
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self.cnt += 1
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self.ctx.save()
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self.moveTo(x, y, angle)
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self.moveTo(self.delta, 0, 0)
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@ -54,9 +59,11 @@ class WineRack(Boxes):
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ty = cy // 2 * (2*dy + 2*r) + dy
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self.moveTo((x-dx*2*cx)/2, (y-ty) / 2)
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wmin = self.walls == "minimal"
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for i in range(cy//2 + cy % 2):
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if not frontwall:
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if not frontwall and self.walls == "all":
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self.hexFingerHoles(0, (2*r+2*dy)*i+dy, r, 90)
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for j in range(cx):
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if not backwall:
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@ -65,12 +72,17 @@ class WineRack(Boxes):
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continue
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i, r, 150)
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i, r, 30)
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self.hexFingerHoles(j*2*dx+2*dx, (2*r+2*dy)*i+dy, r, 90)
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i+r+2*dy, r, -150)
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i+r+2*dy, r, -30)
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if self.walls == "all":
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self.hexFingerHoles(j*2*dx+2*dx, (2*r+2*dy)*i+dy, r, 90)
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if wmin and i == cy//2: # top row
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continue
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if j>0 or not wmin:
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i+r+2*dy, r, -150)
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if j<cx-1 or not wmin:
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i+r+2*dy, r, -30)
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if i < cy//2:
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for j in range(cx):
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if not frontwall:
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if not frontwall and self.walls == "all":
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i+r+2*dy, r, 90)
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if not backwall:
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for j in range(1, cx):
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@ -80,7 +92,7 @@ class WineRack(Boxes):
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else:
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i = cy // 2
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for j in range(cx):
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if frontwall:
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if frontwall or wmin:
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break
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if j > 0:
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self.hexFingerHoles(j*2*dx+dx, (2*r+2*dy)*i, r, 150)
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@ -94,22 +106,33 @@ class WineRack(Boxes):
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t = self.thickness
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r = self.r = 2 * (radius + t) * math.tan(math.pi/6)
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self.dx = dx = r * math.cos(math.pi/6) # XXX thickness
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self.dx = dx = r * math.cos(math.pi/6)
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self.dy = dy = r * math.sin(math.pi/6)
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self.cx = cx = int(x // (2*dx))
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self.cy = cy = int((y-dy) // (r+dy))
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self.cx = cx = int((x-2*t) // (2*dx))
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self.cy = cy = int((y-dy-t) // (r+dy))
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self.delta = 3**0.5/6.*t
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self.cnt = 0
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self.open()
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self.rectangularWall(x, y, callback=[self.wallCB], move="up")
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self.rectangularWall(x, y, callback=[lambda:self.wallCB(backwall=True)], move="up")
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self.rectangularWall(x, y, callback=[lambda:self.wallCB(frontwall=True)], move="up")
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tc = (cy//2 + cy % 2) * (6 * cx + 1)
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if cy % 2:
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tc -= cx
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if self.walls == "all":
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tc = (cy//2 + cy % 2) * (6 * cx + 1)
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else:
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tc += 2 * cx - 2
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tc = (cy//2 + cy % 2) * (4 * cx)
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if self.walls == "minimal":
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tc -= 2 * (cy//2) # roofs of outer cells
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if cy % 2:
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if self.walls == "all":
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tc -= cx
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else:
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if self.walls != "minimal":
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tc += 2 * cx - 2 # very top row
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print(self.cnt/2., tc)
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self.partsMatrix(tc, cx, "up", self.rectangularWall, r-2*self.delta, h, "fefe")
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self.close()
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