def __divide_by_longest_edge(self, triangle, p, t):
x, y, z = t[triangle]
px = p[x]
py = p[y]
pz = p[z]
xy = py - px
xz = pz - px
yz = pz - py
lxy = length2(xy)
lxz = length2(xz)
lyz = length2(yz)
if lxy >= lxz and lxy >= lyz:
p, t, non_conforming_edge = self.__split_triangle(
x, z, y, p, t, triangle)
elif lxz >= lxy and lxz >= lyz:
p, t, non_conforming_edge = self.__split_triangle(
x, y, z, p, t, triangle)
elif lyz >= lxy and lyz >= lxz:
p, t, non_conforming_edge = self.__split_triangle(
y, x, z, p, t, triangle)
return p, t, non_conforming_edge
def __fix_non_conforming_edge(self, edge, p, t):
x, y, v, old_triangle_index = edge
#look for triangles containing this edge
triangleIndex = -1
for i in range(len(t)):
if x in t[i] and y in t[i]:
triangleIndex = i
break
#no triangle found
if triangleIndex == -1:
return p, t, None
#get triangle
triangle = t[triangleIndex]
for vertex in triangle:
if vertex != x and vertex != y:
z = vertex
px, py, pz = p[x], p[y], p[z]
xy = py - px
xz = pz - px
yz = pz - py
lxy = length2(xy)
lxz = length2(xz)
lyz = length2(yz)
if lxy >= lxz and lxy >= lyz:
p, t, _ = self.__split_triangle(x, z, y, p, t, triangleIndex)
non_conforming_edge = None
elif lxz >= lxy and lxz >= lyz:
p, t, non_conforming_edge = self.__split_triangle(
x, y, z, p, t, triangleIndex)
p, t, _ = self.__split_triangle(x, abs(non_conforming_edge[2]), y,
p, t, abs(non_conforming_edge[3]))
elif lyz >= lxy and lyz >= lxz:
p, t, non_conforming_edge = self.__split_triangle(
y, x, z, p, t, triangleIndex)
p, t, _ = self.__split_triangle(x, abs(non_conforming_edge[2]), y,
p, t, abs(non_conforming_edge[3]))
return p, t, non_conforming_edge
def __fix_non_conforming_edge(self, edge, p, t):
x, y, v, old_triangle_index = edge
#look for triangles containing this edge
triangleIndex = -1
for i in range(len(t)):
if x in t[i] and y in t[i]:
triangleIndex = i
break
#no triangle found
if triangleIndex == -1:
return p, t, None
#get triangle
triangle = t[triangleIndex]
for vertex in triangle:
if vertex != x and vertex != y:
z = vertex
px, py, pz = p[x], p[y], p[z]
xy = py-px
xz = pz-px
yz = pz-py
lxy = length2(xy)
lxz = length2(xz)
lyz = length2(yz)
if lxy >= lxz and lxy >= lyz:
p, t, _ = self.__split_triangle(x, z, y, p, t, triangleIndex)
non_conforming_edge = None
elif lxz >= lxy and lxz >= lyz:
p, t, non_conforming_edge = self.__split_triangle(x, y, z, p, t, triangleIndex)
p, t, _ = self.__split_triangle(x, abs(non_conforming_edge[2]), y, p, t, abs(non_conforming_edge[3]))
elif lyz >= lxy and lyz >= lxz:
p, t, non_conforming_edge = self.__split_triangle(y, x, z, p, t, triangleIndex)
p, t, _ = self.__split_triangle(x, abs(non_conforming_edge[2]), y, p, t, abs(non_conforming_edge[3]))
return p, t, non_conforming_edge
def __divide_by_longest_edge(self, triangle, p, t):
x, y, z = t[triangle]
px = p[x]
py = p[y]
pz = p[z]
xy = py-px
xz = pz-px
yz = pz-py
lxy = length2(xy)
lxz = length2(xz)
lyz = length2(yz)
if lxy >= lxz and lxy >= lyz:
p, t, non_conforming_edge = self.__split_triangle(x, z, y, p, t, triangle)
elif lxz >= lxy and lxz >= lyz:
p, t, non_conforming_edge= self.__split_triangle(x, y, z, p, t, triangle)
elif lyz >= lxy and lyz >= lxz:
p, t, non_conforming_edge = self.__split_triangle(y, x, z, p, t, triangle)
return p, t, non_conforming_edge
