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import mathutils | |
from mathutils.geometry import interpolate_bezier as bezlerp | |
from mathutils import Vector | |
import darpa | |
from darpa import get_length | |
from darpa import get_verts_n_edges | |
def sv_main(verts=[], num_verts=20, new_divisions=20): | |
''' | |
verts is expecting 4 (unique) 3d coordinates | |
''' | |
in_sockets = [ | |
['v', 'verts', verts], | |
['s', 'num_verts', num_verts], | |
['s', 'new_divisions', new_divisions]] | |
out_sockets = [ | |
['v', 'Vecs', []], | |
['s', 'Edges', []], | |
['v', 'Vecs ctrl', []], | |
['s', 'Edges ctrl', []], | |
['v', 'Vecs norm', []], | |
['s', 'Edges norm', []] | |
] | |
if not verts: | |
return in_sockets, out_sockets | |
# defend against div by zero | |
new_divisions = max(new_divisions, 1) | |
# while developing, it can be useful to uncomment this | |
if 'get_length' in globals(): | |
import imp | |
imp.reload(darpa) | |
from darpa import get_length, get_verts_n_edges | |
f = list(map(Vector, verts[0])) | |
knot1, ctrl_1, ctrl_2, knot2 = f | |
arc_verts = bezlerp(knot1, ctrl_1, ctrl_2, knot2, num_verts) | |
farc_verts = bezlerp(knot1, ctrl_1, ctrl_2, knot2, 870) | |
tlen, lengths = get_length(farc_verts) | |
# print(tlen) | |
segment_width = tlen/new_divisions | |
print('new div length = ', segment_width) | |
k = get_verts_n_edges(farc_verts, lengths, segment_width) | |
arc_verts = [v[:] for v in arc_verts] | |
arc_edges = [(n, n+1) for n in range(len(arc_verts)-1)] | |
norm_verts = [v[:] for v in k] | |
norm_edges = [(n, n+1) for n in range(len(k)-1)] | |
controls = verts[0] | |
control_edges = [[(0,1),(2,3)]] | |
out_sockets[0][2] = [arc_verts] | |
out_sockets[1][2] = [arc_edges] | |
out_sockets[2][2] = [controls] | |
out_sockets[3][2] = control_edges | |
out_sockets[4][2] = [norm_verts] | |
out_sockets[5][2] = [norm_edges] | |
return in_sockets, out_sockets | |
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import mathutils | |
from mathutils import Vector | |
import math | |
def get_length(verts): | |
summed = 0 | |
lengths = [] | |
lengths_add = lengths.append | |
for idx in range(len(verts)-1): | |
segment = (verts[idx]-verts[idx+1]).length | |
summed += segment | |
lengths_add(segment) | |
return summed, lengths | |
def get_verts_n_edges(verts, lengths, seg_width): | |
K = seg_width | |
eps = 0.00001 | |
new_points = [] | |
add_point = new_points.append | |
def consume(K, A, idx, v1): | |
if idx > len(lengths)-2: | |
return | |
R = K - A | |
# close enough to start fresh segment | |
if (-eps <= R <= eps): | |
K = seg_width | |
idx += 1 | |
add_point(verts[idx]) | |
A = lengths[idx] | |
consume(K, A, idx, None) | |
# must divide segment, same idx | |
elif (R < -eps): | |
# rate = R / A | |
rate = K / A | |
if not v1: | |
v1 = verts[idx] | |
v2 = verts[idx+1] | |
vmid = v1.lerp(v2, rate) | |
add_point(vmid) | |
A = (vmid-v2).length | |
consume(seg_width, A, idx, v1) | |
# consume segment, update k, update idx | |
elif (R > eps): | |
A = lengths[idx+1] | |
consume(R, A, idx+1, None) | |
add_point(verts[0]) | |
consume(K, lengths[0], 0, None) | |
add_point(verts[-1]) | |
return new_points |
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