def main(): #create points with the swig doubleArray proxy #http://www.swig.org/Doc3.0/SWIGDocumentation.html#Library_carrays p = shapeopPython.doubleArray(12) #column major p[0] = 0.; p[3] = 0.5; p[6] = 0.5; p[9] = 0.; p[1] = 0.; p[4] = 0.; p[7] = 1.; p[10] = 1.; p[2] = 0.; p[5] = 1.; p[8] = 0.; p[11] = 1.; print "Input points:" printArray(p, 4) s=shapeopPython.shapeop_create() shapeopPython.shapeop_setPoints(s, p, 4) weight = 1. #add a plane constraint to all the vertices. ids = shapeopPython.intArray(4) ids[0] = 0; ids[1] = 1; ids[2] = 2; ids[3] = 3; shapeopPython.shapeop_addConstraint(s, "Plane", ids, 4, weight) #add a closeness constraint to the 1st vertex. ids = shapeopPython.intArray(1) ids[0] = 0; shapeopPython.shapeop_addConstraint(s, "Closeness", ids, 1, weight) #add a closeness constraint to the 4th vertex. ids = shapeopPython.intArray(1) ids[0] = 3; shapeopPython.shapeop_addConstraint(s, "Closeness", ids, 1, weight) shapeopPython.shapeop_init(s) shapeopPython.shapeop_solve(s, 10) shapeopPython.shapeop_getPoints(s, p, 4) shapeopPython.shapeop_delete(s) print "Output points:" printArray(p, 4)
def solve(self, niter):
s = shapeopPython.shapeop_create()
# Doesn't seem that we could just create a doubleArray that references the
# same underlying data
array = shapeopPython.doubleArray(self.data.shape[0] * self.npoints)
for y in xrange(self.data.shape[0]):
for x in xrange(self.npoints):
array[self.data.shape[0] * x + y] = self.data[y, x]
shapeopPython.shapeop_setPoints(s, array, self.npoints)
for c, w in self.constraints:
ids = shapeopPython.intArray(len(c.args))
for i in xrange(len(c.args)):
ids[i] = c.args[i]
shapeopPython.shapeop_addConstraint(s, c.__cname__, ids,
len(c.args), w)
shapeopPython.shapeop_init(s)
shapeopPython.shapeop_solve(s, niter)
shapeopPython.shapeop_getPoints(s, array, self.npoints)
shapeopPython.shapeop_delete(s)
# np might be more willing to convert from raw memory, but we'll just
# copy it back to the data manually
for y in xrange(self.data.shape[0]):
for x in xrange(self.npoints):
self.data[y, x] = array[self.data.shape[0] * x + y]
def main():
#create points with the swig doubleArray proxy
#http://www.swig.org/Doc3.0/SWIGDocumentation.html#Library_carrays
p = shapeopPython.doubleArray(12) #column major
p[0] = 0.
p[3] = 0.5
p[6] = 0.5
p[9] = 0.
p[1] = 0.
p[4] = 0.
p[7] = 1.
p[10] = 1.
p[2] = 0.
p[5] = 1.
p[8] = 0.
p[11] = 1.
print "Input points:"
printArray(p, 4)
s = shapeopPython.shapeop_create()
shapeopPython.shapeop_setPoints(s, p, 4)
weight = 1.
#add a plane constraint to all the vertices.
ids = shapeopPython.intArray(4)
ids[0] = 0
ids[1] = 1
ids[2] = 2
ids[3] = 3
shapeopPython.shapeop_addConstraint(s, "Plane", ids, 4, weight)
#add a closeness constraint to the 1st vertex.
ids = shapeopPython.intArray(1)
ids[0] = 0
shapeopPython.shapeop_addConstraint(s, "Closeness", ids, 1, weight)
#add a closeness constraint to the 4th vertex.
ids = shapeopPython.intArray(1)
ids[0] = 3
shapeopPython.shapeop_addConstraint(s, "Closeness", ids, 1, weight)
shapeopPython.shapeop_init(s)
shapeopPython.shapeop_solve(s, 10)
shapeopPython.shapeop_getPoints(s, p, 4)
shapeopPython.shapeop_delete(s)
print "Output points:"
printArray(p, 4)
def solve(self, kmax=1):
self.kmax = kmax
shapeopPython.shapeop_solve(self.solver, self.kmax)
def solve(self):
self.init()
shapeopPython.shapeop_solve(self.solver, self.kmax)