PBC meshing can work on 2D models
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@ -66,11 +66,12 @@ def servoLink():
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for coord in base: # calc the dimension of the bounding box
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for coord in base: # calc the dimension of the bounding box
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box['delta'][coord] = box['max'][coord] - box['min'][coord]
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box['delta'][coord] = box['max'][coord] - box['min'][coord]
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for extremum in ['min','max']:
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if box['delta'][coord] != 0.0:
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rounded = round(box[extremum][coord]*1e+15/box['delta'][coord]) * \
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for extremum in ['min','max']:
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1e-15*box['delta'][coord] # rounding to 1e-15 of dimension
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rounded = round(box[extremum][coord]*1e+15/box['delta'][coord]) * \
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box[extremum][coord] = {False: rounded,
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1e-15*box['delta'][coord] # rounding to 1e-15 of dimension
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True: 0.0}[rounded == 0.0] # get rid of -0.0 (negative zeros)
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box[extremum][coord] = {False: rounded,
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True: 0.0}[rounded == 0.0] # get rid of -0.0 (negative zeros)
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baseNode = {}
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baseNode = {}
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linkNodes = []
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linkNodes = []
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@ -81,10 +82,11 @@ def servoLink():
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Nmax = 0
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Nmax = 0
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Nmin = 0
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Nmin = 0
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for coord in base: # for each direction
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for coord in base: # for each direction
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rounded = round(NodeCoords[node][coord]*1e+15/box['delta'][coord]) * \
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if box['delta'][coord] != 0.0:
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1e-15*box['delta'][coord] # rounding to 1e-15 of dimension
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rounded = round(NodeCoords[node][coord]*1e+15/box['delta'][coord]) * \
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NodeCoords[node][coord] = {False: rounded,
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1e-15*box['delta'][coord] # rounding to 1e-15 of dimension
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True: 0.0}[rounded == 0.0] # get rid of -0.0 (negative zeros)
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NodeCoords[node][coord] = {False: rounded,
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True: 0.0}[rounded == 0.0] # get rid of -0.0 (negative zeros)
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key[coord] = "%.8e"%NodeCoords[node][coord] # translate position to string
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key[coord] = "%.8e"%NodeCoords[node][coord] # translate position to string
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if (key[coord] == "%.8e"%box['min'][coord]): # compare to min of bounding box (i.e. is on outer face?)
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if (key[coord] == "%.8e"%box['min'][coord]): # compare to min of bounding box (i.e. is on outer face?)
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Nmin += 1 # count outer (back) face membership
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Nmin += 1 # count outer (back) face membership
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