X-Git-Url: https://git.ao2.it/vrm.git/blobdiff_plain/dafb24918e83227315727f0e3255823fcd7c5304..40fe52111a7e783234bd644b51b28d206f890f08:/vrm.py
diff --git a/vrm.py b/vrm.py
index 871131e..da71fab 100755
--- a/vrm.py
+++ b/vrm.py
@@ -1,9 +1,17 @@
#!BPY
"""
Name: 'VRM'
-Blender: 241
-Group: 'Export'
-Tooltip: 'Vector Rendering Method Export Script 0.3'
+Blender: 242
+Group: 'Render'
+Tooltip: 'Vector Rendering Method script'
+"""
+
+__author__ = "Antonio Ospite"
+__url__ = ["http://projects.blender.org/projects/vrm"]
+__version__ = "0.3.beta"
+
+__bpydoc__ = """\
+ Render the scene and save the result in vector format.
"""
# ---------------------------------------------------------------------
@@ -25,23 +33,816 @@ Tooltip: 'Vector Rendering Method Export Script 0.3'
#
# ---------------------------------------------------------------------
#
-# NOTE: I do not know who is the original author of 'vrm'.
-# The present code is almost entirely rewritten from scratch,
-# but if I have to give credits to anyone, please let me know,
-# so I can update the copyright.
+# Additional credits:
+# Thanks to Emilio Aguirre for S2flender from which I took inspirations :)
+# Thanks to Nikola Radovanovic, the author of the original VRM script,
+# the code you read here has been rewritten _almost_ entirely
+# from scratch but Nikola gave me the idea, so I thank him publicly.
#
# ---------------------------------------------------------------------
+#
+# Things TODO for a next release:
+# - FIX the issue with negative scales in object tranformations!
+# - Use a better depth sorting algorithm
+# - Implement clipping of primitives and do handle object intersections.
+# (for now only clipping away whole objects is supported).
+# - Review how selections are made (this script uses selection states of
+# primitives to represent visibility infos)
+# - Use a data structure other than Mesh to represent the 2D image?
+# Think to a way to merge (adjacent) polygons that have the same color.
+# Or a way to use paths for silhouettes and contours.
+# - Consider SMIL for animation handling instead of ECMA Script? (Firefox do
+# not support SMIL for animations)
+# - Switch to the Mesh structure, should be considerably faster
+# (partially done, but with Mesh we cannot sort faces, yet)
+# - Implement Edge Styles (silhouettes, contours, etc.) (partially done).
+# - Implement Shading Styles? (partially done, to make more flexible).
+# - Add Vector Writers other than SVG.
+# - set the background color!
+# - Check memory use!!
#
-# Additional credits:
-# Thanks to Emilio Aguirre for S2flender from which I took inspirations :)
-# Thanks to Anthony C. D'Agostino for the backface.py script
+# ---------------------------------------------------------------------
+#
+# Changelog:
+#
+# vrm-0.3.py - ...
+# * First release after code restucturing.
+# Now the script offers a useful set of functionalities
+# and it can render animations, too.
+# * Optimization in Renderer.doEdgeStyle(), build a topology cache
+# so to speed up the lookup of adjacent faces of an edge.
+# Thanks ideasman42.
+# * The SVG output is now SVG 1.0 valid.
+# Checked with: http://jiggles.w3.org/svgvalidator/ValidatorURI.html
+# * Progress indicator during HSR.
+# * Initial SWF output support
+# * Fixed a bug in the animation code, now the projection matrix is
+# recalculated at each frame!
#
# ---------------------------------------------------------------------
import Blender
-from Blender import Scene, Object, NMesh, Lamp, Camera
+from Blender import Scene, Object, Mesh, NMesh, Material, Lamp, Camera, Window
from Blender.Mathutils import *
from math import *
+import sys, time
+
+# Constants
+EPS = 10e-5
+
+# We use a global progress Indicator Object
+progress = None
+
+
+# Some global settings
+
+class config:
+ polygons = dict()
+ polygons['SHOW'] = True
+ polygons['SHADING'] = 'FLAT' # FLAT or TOON
+ polygons['HSR'] = 'PAINTER' # PAINTER or NEWELL
+ # Hidden to the user for now
+ polygons['EXPANSION_TRICK'] = True
+
+ polygons['TOON_LEVELS'] = 2
+
+ edges = dict()
+ edges['SHOW'] = False
+ edges['SHOW_HIDDEN'] = False
+ edges['STYLE'] = 'MESH' # MESH or SILHOUETTE
+ edges['WIDTH'] = 2
+ edges['COLOR'] = [0, 0, 0]
+
+ output = dict()
+ output['FORMAT'] = 'SVG'
+ output['ANIMATION'] = False
+ output['JOIN_OBJECTS'] = True
+
+
+# Utility functions
+print_debug = False
+
+def dumpfaces(flist, filename):
+ """Dump a single face to a file.
+ """
+ if not print_debug:
+ return
+
+ class tmpmesh:
+ pass
+
+ m = tmpmesh()
+ m.faces = flist
+
+ writerobj = SVGVectorWriter(filename)
+
+ writerobj.open()
+ writerobj._printPolygons(m)
+
+ writerobj.close()
+
+def debug(msg):
+ if print_debug:
+ sys.stderr.write(msg)
+
+def EQ(v1, v2):
+ return (abs(v1[0]-v2[0]) < EPS and
+ abs(v1[1]-v2[1]) < EPS )
+by_furthest_z = (lambda f1, f2:
+ cmp(max([v.co[2] for v in f1]), max([v.co[2] for v in f2])+EPS)
+ )
+
+def sign(x):
+
+ if x < -EPS:
+ #if x < 0:
+ return -1
+ elif x > EPS:
+ #elif x > 0:
+ return 1
+ else:
+ return 0
+
+
+# ---------------------------------------------------------------------
+#
+## HSR Utility class
+#
+# ---------------------------------------------------------------------
+
+EPS = 10e-5
+INF = 10e5
+
+class HSR:
+ """A utility class for HSR processing.
+ """
+
+ def is_nonplanar_quad(face):
+ """Determine if a quad is non-planar.
+
+ From: http://mathworld.wolfram.com/Coplanar.html
+
+ Geometric objects lying in a common plane are said to be coplanar.
+ Three noncollinear points determine a plane and so are trivially coplanar.
+ Four points are coplanar iff the volume of the tetrahedron defined by them is
+ 0,
+
+ | x_1 y_1 z_1 1 |
+ | x_2 y_2 z_2 1 |
+ | x_3 y_3 z_3 1 |
+ | x_4 y_4 z_4 1 | == 0
+
+ Coplanarity is equivalent to the statement that the pair of lines
+ determined by the four points are not skew, and can be equivalently stated
+ in vector form as (x_3-x_1).[(x_2-x_1)x(x_4-x_3)]==0.
+
+ An arbitrary number of n points x_1, ..., x_n can be tested for
+ coplanarity by finding the point-plane distances of the points
+ x_4, ..., x_n from the plane determined by (x_1,x_2,x_3)
+ and checking if they are all zero.
+ If so, the points are all coplanar.
+
+ We here check only for 4-point complanarity.
+ """
+ n = len(face)
+
+ # assert(n>4)
+ if n < 3 or n > 4:
+ print "ERROR a mesh in Blender can't have more than 4 vertices or less than 3"
+ raise AssertionError
+
+ elif n == 3:
+ # three points must be complanar
+ return False
+ else: # n == 4
+ x1 = Vector(face[0].co)
+ x2 = Vector(face[1].co)
+ x3 = Vector(face[2].co)
+ x4 = Vector(face[3].co)
+
+ v = (x3-x1) * CrossVecs((x2-x1), (x4-x3))
+ if v != 0:
+ return True
+
+ return False
+
+ is_nonplanar_quad = staticmethod(is_nonplanar_quad)
+
+ def pointInPolygon(poly, v):
+ return False
+
+ pointInPolygon = staticmethod(pointInPolygon)
+
+ def edgeIntersection(s1, s2, do_perturbate=False):
+
+ (x1, y1) = s1[0].co[0], s1[0].co[1]
+ (x2, y2) = s1[1].co[0], s1[1].co[1]
+
+ (x3, y3) = s2[0].co[0], s2[0].co[1]
+ (x4, y4) = s2[1].co[0], s2[1].co[1]
+
+ #z1 = s1[0].co[2]
+ #z2 = s1[1].co[2]
+ #z3 = s2[0].co[2]
+ #z4 = s2[1].co[2]
+
+
+ # calculate delta values (vector components)
+ dx1 = x2 - x1;
+ dx2 = x4 - x3;
+ dy1 = y2 - y1;
+ dy2 = y4 - y3;
+
+ #dz1 = z2 - z1;
+ #dz2 = z4 - z3;
+
+ C = dy2 * dx1 - dx2 * dy1 # /* cross product */
+ if C == 0: #/* parallel */
+ return None
+
+ dx3 = x1 - x3 # /* combined origin offset vector */
+ dy3 = y1 - y3
+
+ a1 = (dy3 * dx2 - dx3 * dy2) / C;
+ a2 = (dy3 * dx1 - dx3 * dy1) / C;
+
+ # check for degeneracies
+ #print_debug("\n")
+ #print_debug(str(a1)+"\n")
+ #print_debug(str(a2)+"\n\n")
+
+ if (a1 == 0 or a1 == 1 or a2 == 0 or a2 == 1):
+ # Intersection on boundaries, we consider the point external?
+ return None
+
+ elif (a1>0.0 and a1<1.0 and a2>0.0 and a2<1.0): # /* lines cross */
+ x = x1 + a1*dx1
+ y = y1 + a1*dy1
+
+ #z = z1 + a1*dz1
+ z = 0
+ return (NMesh.Vert(x, y, z), a1, a2)
+
+ else:
+ # lines have intersections but not those segments
+ return None
+
+ edgeIntersection = staticmethod(edgeIntersection)
+
+ def isVertInside(self, v):
+ winding_number = 0
+ coincidence = False
+
+ # Create point at infinity
+ point_at_infinity = NMesh.Vert(-INF, v.co[1], -INF)
+
+ for i in range(len(self.v)):
+ s1 = (point_at_infinity, v)
+ s2 = (self.v[i-1], self.v[i])
+
+ if EQ(v.co, s2[0].co) or EQ(v.co, s2[1].co):
+ coincidence = True
+
+ if HSR.edgeIntersection(s1, s2, do_perturbate=False):
+ winding_number += 1
+
+ # Check even or odd
+ if winding_number % 2 == 0 :
+ return False
+ else:
+ if coincidence:
+ return False
+ return True
+
+ isVertInside = staticmethod(isVertInside)
+
+
+ def det(a, b, c):
+ return ((b[0] - a[0]) * (c[1] - a[1]) -
+ (b[1] - a[1]) * (c[0] - a[0]) )
+
+ det = staticmethod(det)
+
+ def pointInPolygon(q, P):
+ is_in = False
+
+ point_at_infinity = NMesh.Vert(-INF, q.co[1], -INF)
+
+ det = HSR.det
+
+ for i in range(len(P.v)):
+ p0 = P.v[i-1]
+ p1 = P.v[i]
+ if (det(q.co, point_at_infinity.co, p0.co)<0) != (det(q.co, point_at_infinity.co, p1.co)<0):
+ if det(p0.co, p1.co, q.co) == 0 :
+ #print "On Boundary"
+ return False
+ elif (det(p0.co, p1.co, q.co)<0) != (det(p0.co, p1.co, point_at_infinity.co)<0):
+ is_in = not is_in
+
+ return is_in
+
+ pointInPolygon = staticmethod(pointInPolygon)
+
+ def projectionsOverlap(f1, f2):
+ """ If you have nonconvex, but still simple polygons, an acceptable method
+ is to iterate over all vertices and perform the Point-in-polygon test[1].
+ The advantage of this method is that you can compute the exact
+ intersection point and collision normal that you will need to simulate
+ collision. When you have the point that lies inside the other polygon, you
+ just iterate over all edges of the second polygon again and look for edge
+ intersections. Note that this method detects collsion when it already
+ happens. This algorithm is fast enough to perform it hundreds of times per
+ sec. """
+
+ for i in range(len(f1.v)):
+
+
+ # If a point of f1 in inside f2, there is an overlap!
+ v1 = f1.v[i]
+ #if HSR.isVertInside(f2, v1):
+ if HSR.pointInPolygon(v1, f2):
+ return True
+
+ # If not the polygon can be ovelap as well, so we check for
+ # intersection between an edge of f1 and all the edges of f2
+
+ v0 = f1.v[i-1]
+
+ for j in range(len(f2.v)):
+ v2 = f2.v[j-1]
+ v3 = f2.v[j]
+
+ e1 = v0, v1
+ e2 = v2, v3
+
+ intrs = HSR.edgeIntersection(e1, e2)
+ if intrs:
+ #print_debug(str(v0.co) + " " + str(v1.co) + " " +
+ # str(v2.co) + " " + str(v3.co) )
+ #print_debug("\nIntersection\n")
+
+ return True
+
+ return False
+
+ projectionsOverlap = staticmethod(projectionsOverlap)
+
+ def midpoint(p1, p2):
+ """Return the midpoint of two vertices.
+ """
+ m = MidpointVecs(Vector(p1), Vector(p2))
+ mv = NMesh.Vert(m[0], m[1], m[2])
+
+ return mv
+
+ midpoint = staticmethod(midpoint)
+
+ def facesplit(P, Q, facelist, nmesh):
+ """Split P or Q according to the strategy illustrated in the Newell's
+ paper.
+ """
+
+ by_furthest_z = (lambda f1, f2:
+ cmp(max([v.co[2] for v in f1]), max([v.co[2] for v in f2])+EPS)
+ )
+
+ # Choose if split P on Q plane or vice-versa
+
+ n = 0
+ for Pi in P:
+ d = HSR.Distance(Vector(Pi), Q)
+ if d <= EPS:
+ n += 1
+ pIntersectQ = (n != len(P))
+
+ n = 0
+ for Qi in Q:
+ d = HSR.Distance(Vector(Qi), P)
+ if d >= -EPS:
+ n += 1
+ qIntersectP = (n != len(Q))
+
+ newfaces = []
+
+ # 1. If parts of P lie in both half-spaces of Q
+ # then splice P in two with the plane of Q
+ if pIntersectQ:
+ #print "We split P"
+ f = P
+ plane = Q
+
+ newfaces = HSR.splitOn(plane, f)
+
+ # 2. Else if parts of Q lie in both half-space of P
+ # then splice Q in two with the plane of P
+ if qIntersectP and newfaces == None:
+ #print "We split Q"
+ f = Q
+ plane = P
+
+ newfaces = HSR.splitOn(plane, f)
+ #print "After"
+
+ # 3. Else slice P in half through the mid-point of
+ # the longest pair of opposite sides
+ if newfaces == None:
+
+ print "We ignore P..."
+ facelist.remove(P)
+ return facelist
+
+ #f = P
+
+ #if len(P)==3:
+ # v1 = midpoint(f[0], f[1])
+ # v2 = midpoint(f[1], f[2])
+ #if len(P)==4:
+ # v1 = midpoint(f[0], f[1])
+ # v2 = midpoint(f[2], f[3])
+ #vec3 = (Vector(v2)+10*Vector(f.normal))
+ #
+ #v3 = NMesh.Vert(vec3[0], vec3[1], vec3[2])
+
+ #plane = NMesh.Face([v1, v2, v3])
+ #
+ #newfaces = splitOn(plane, f)
+
+
+ if newfaces == None:
+ print "Big FAT problem, we weren't able to split POLYGONS!"
+ raise AssertionError
+
+ #print newfaces
+ if newfaces:
+ #for v in f:
+ # if v not in plane and v in nmesh.verts:
+ # nmesh.verts.remove(v)
+ for nf in newfaces:
+
+ nf.mat = f.mat
+ nf.sel = f.sel
+ nf.col = [f.col[0]] * len(nf.v)
+
+ nf.smooth = 0
+
+ for v in nf:
+ nmesh.verts.append(v)
+ # insert pieces in the list
+ facelist.append(nf)
+
+ facelist.remove(f)
+
+ # and resort the faces
+ facelist.sort(by_furthest_z)
+ facelist.sort(lambda f1, f2: cmp(f1.smooth, f2.smooth))
+ facelist.reverse()
+
+ #print [ f.smooth for f in facelist ]
+
+ return facelist
+
+ facesplit = staticmethod(facesplit)
+
+ def isOnSegment(v1, v2, p, extremes_internal=False):
+ """Check if point p is in segment v1v2.
+ """
+
+ l1 = (v1-p).length
+ l2 = (v2-p).length
+
+ # Should we consider extreme points as internal ?
+ # The test:
+ # if p == v1 or p == v2:
+ if l1 < EPS or l2 < EPS:
+ return extremes_internal
+
+ l = (v1-v2).length
+
+ # if the sum of l1 and l2 is circa l, then the point is on segment,
+ if abs(l - (l1+l2)) < EPS:
+ return True
+ else:
+ return False
+
+ isOnSegment = staticmethod(isOnSegment)
+
+ def Distance(point, face):
+ """ Calculate the distance between a point and a face.
+
+ An alternative but more expensive method can be:
+
+ ip = Intersect(Vector(face[0]), Vector(face[1]), Vector(face[2]),
+ Vector(face.no), Vector(point), 0)
+
+ d = Vector(ip - point).length
+
+ See: http://mathworld.wolfram.com/Point-PlaneDistance.html
+ """
+
+ p = Vector(point)
+ plNormal = Vector(face.no)
+ plVert0 = Vector(face.v[0])
+
+ d = (plVert0 * plNormal) - (p * plNormal)
+
+ #d = plNormal * (plVert0 - p)
+
+ #print "\nd: %.10f - sel: %d, %s\n" % (d, face.sel, str(point))
+
+ return d
+
+ Distance = staticmethod(Distance)
+
+ def makeFaces(vl):
+ #
+ # make one or two new faces based on a list of vertex-indices
+ #
+ newfaces = []
+
+ if len(vl) <= 4:
+ nf = NMesh.Face()
+
+ for v in vl:
+ nf.v.append(v)
+
+ newfaces.append(nf)
+
+ else:
+ nf = NMesh.Face()
+
+ nf.v.append(vl[0])
+ nf.v.append(vl[1])
+ nf.v.append(vl[2])
+ nf.v.append(vl[3])
+ newfaces.append(nf)
+
+ nf = NMesh.Face()
+ nf.v.append(vl[3])
+ nf.v.append(vl[4])
+ nf.v.append(vl[0])
+ newfaces.append(nf)
+
+ return newfaces
+
+ makeFaces = staticmethod(makeFaces)
+
+ def splitOn(Q, P):
+ """Split P using the plane of Q.
+ Logic taken from the knife.py python script
+ """
+
+ # Check if P and Q are parallel
+ u = CrossVecs(Vector(Q.no),Vector(P.no))
+ ax = abs(u[0])
+ ay = abs(u[1])
+ az = abs(u[2])
+
+ if (ax+ay+az) < EPS:
+ print "PARALLEL planes!!"
+ return
+
+
+ # The final aim is to find the intersection line between P
+ # and the plane of Q, and split P along this line
+
+ nP = len(P.v)
+
+ # Calculate point-plane Distance between vertices of P and plane Q
+ d = []
+ for i in range(0, nP):
+ d.append(HSR.Distance(P.v[i], Q))
+
+ newVertList = []
+
+ posVertList = []
+ negVertList = []
+ for i in range(nP):
+ d0 = d[i-1]
+ V0 = P.v[i-1]
+
+ d1 = d[i]
+ V1 = P.v[i]
+
+ #print "d0:", d0, "d1:", d1
+
+ # if the vertex lies in the cutplane
+ if abs(d1) < EPS:
+ #print "d1 On cutplane"
+ posVertList.append(V1)
+ negVertList.append(V1)
+ else:
+ # if the previous vertex lies in cutplane
+ if abs(d0) < EPS:
+ #print "d0 on Cutplane"
+ if d1 > 0:
+ #print "d1 on positive Halfspace"
+ posVertList.append(V1)
+ else:
+ #print "d1 on negative Halfspace"
+ negVertList.append(V1)
+ else:
+ # if they are on the same side of the plane
+ if d1*d0 > 0:
+ #print "On the same half-space"
+ if d1 > 0:
+ #print "d1 on positive Halfspace"
+ posVertList.append(V1)
+ else:
+ #print "d1 on negative Halfspace"
+ negVertList.append(V1)
+
+ # the vertices are not on the same side of the plane, so we have an intersection
+ else:
+ #print "Intersection"
+
+ e = Vector(V0), Vector(V1)
+ tri = Vector(Q[0]), Vector(Q[1]), Vector(Q[2])
+
+ inters = Intersect(tri[0], tri[1], tri[2], e[1]-e[0], e[0], 0)
+ if inters == None:
+ print "Split Break"
+ break
+
+ #print "Intersection", inters
+
+ nv = NMesh.Vert(inters[0], inters[1], inters[2])
+ newVertList.append(nv)
+
+ posVertList.append(nv)
+ negVertList.append(nv)
+
+ if d1 > 0:
+ posVertList.append(V1)
+ else:
+ negVertList.append(V1)
+
+
+ # uniq
+ posVertList = [ u for u in posVertList if u not in locals()['_[1]'] ]
+ negVertList = [ u for u in negVertList if u not in locals()['_[1]'] ]
+
+
+ # If vertex are all on the same half-space, return
+ #if len(posVertList) < 3:
+ # print "Problem, we created a face with less that 3 verteices??"
+ # posVertList = []
+ #if len(negVertList) < 3:
+ # print "Problem, we created a face with less that 3 verteices??"
+ # negVertList = []
+
+ if len(posVertList) < 3 or len(negVertList) < 3:
+ print "RETURN NONE, SURE???"
+ return None
+
+
+ newfaces = HSR.addNewFaces(posVertList, negVertList)
+
+ return newfaces
+
+ splitOn = staticmethod(splitOn)
+
+ def addNewFaces(posVertList, negVertList):
+ # Create new faces resulting from the split
+ outfaces = []
+ if len(posVertList) or len(negVertList):
+
+ #newfaces = [posVertList] + [negVertList]
+ newfaces = ( [[ NMesh.Vert(v[0], v[1], v[2]) for v in posVertList]] +
+ [[ NMesh.Vert(v[0], v[1], v[2]) for v in negVertList]] )
+
+ for nf in newfaces:
+ if nf and len(nf)>2:
+ outfaces += HSR.makeFaces(nf)
+
+ return outfaces
+
+
+ addNewFaces = staticmethod(addNewFaces)
+
+
+# ---------------------------------------------------------------------
+#
+## Mesh Utility class
+#
+# ---------------------------------------------------------------------
+
+class MeshUtils:
+
+ def buildEdgeFaceUsersCache(me):
+ '''
+ Takes a mesh and returns a list aligned with the meshes edges.
+ Each item is a list of the faces that use the edge
+ would be the equiv for having ed.face_users as a property
+
+ Taken from .blender/scripts/bpymodules/BPyMesh.py,
+ thanks to ideasman_42.
+ '''
+
+ def sorted_edge_indicies(ed):
+ i1= ed.v1.index
+ i2= ed.v2.index
+ if i1>i2:
+ i1,i2= i2,i1
+ return i1, i2
+
+
+ face_edges_dict= dict([(sorted_edge_indicies(ed), (ed.index, [])) for ed in me.edges])
+ for f in me.faces:
+ fvi= [v.index for v in f.v]# face vert idx's
+ for i in xrange(len(f)):
+ i1= fvi[i]
+ i2= fvi[i-1]
+
+ if i1>i2:
+ i1,i2= i2,i1
+
+ face_edges_dict[i1,i2][1].append(f)
+
+ face_edges= [None] * len(me.edges)
+ for ed_index, ed_faces in face_edges_dict.itervalues():
+ face_edges[ed_index]= ed_faces
+
+ return face_edges
+
+ def isMeshEdge(adjacent_faces):
+ """Mesh edge rule.
+
+ A mesh edge is visible if _at_least_one_ of its adjacent faces is selected.
+ Note: if the edge has no adjacent faces we want to show it as well,
+ useful for "edge only" portion of objects.
+ """
+
+ if len(adjacent_faces) == 0:
+ return True
+
+ selected_faces = [f for f in adjacent_faces if f.sel]
+
+ if len(selected_faces) != 0:
+ return True
+ else:
+ return False
+
+ def isSilhouetteEdge(adjacent_faces):
+ """Silhuette selection rule.
+
+ An edge is a silhuette edge if it is shared by two faces with
+ different selection status or if it is a boundary edge of a selected
+ face.
+ """
+
+ if ((len(adjacent_faces) == 1 and adjacent_faces[0].sel == 1) or
+ (len(adjacent_faces) == 2 and
+ adjacent_faces[0].sel != adjacent_faces[1].sel)
+ ):
+ return True
+ else:
+ return False
+
+ buildEdgeFaceUsersCache = staticmethod(buildEdgeFaceUsersCache)
+ isMeshEdge = staticmethod(isMeshEdge)
+ isSilhouetteEdge = staticmethod(isSilhouetteEdge)
+
+
+# ---------------------------------------------------------------------
+#
+## Shading Utility class
+#
+# ---------------------------------------------------------------------
+
+class ShadingUtils:
+
+ shademap = None
+
+ def toonShadingMapSetup():
+ levels = config.polygons['TOON_LEVELS']
+
+ texels = 2*levels - 1
+ tmp_shademap = [0.0] + [(i)/float(texels-1) for i in xrange(1, texels-1) ] + [1.0]
+
+ return tmp_shademap
+
+ def toonShading(u):
+
+ shademap = ShadingUtils.shademap
+
+ if not shademap:
+ shademap = ShadingUtils.toonShadingMapSetup()
+
+ v = 1.0
+ for i in xrange(0, len(shademap)-1):
+ pivot = (shademap[i]+shademap[i+1])/2.0
+ j = int(u>pivot)
+
+ v = shademap[i+j]
+
+ if v < shademap[i+1]:
+ return v
+
+ return v
+
+ toonShadingMapSetup = staticmethod(toonShadingMapSetup)
+ toonShading = staticmethod(toonShading)
# ---------------------------------------------------------------------
@@ -60,42 +861,35 @@ class Projector:
parameter list.
"""
- def __init__(self, cameraObj, obMesh, canvasSize):
+ def __init__(self, cameraObj, canvasRatio):
"""Calculate the projection matrix.
- The projection matrix depends, in this case, on the camera settings,
- and also on object transformation matrix.
+ The projection matrix depends, in this case, on the camera settings.
+ TAKE CARE: This projector expects vertices in World Coordinates!
"""
- self.size = canvasSize
-
camera = cameraObj.getData()
- aspect = float(canvasSize[0])/float(canvasSize[1])
+ aspect = float(canvasRatio[0])/float(canvasRatio[1])
near = camera.clipStart
far = camera.clipEnd
+ scale = float(camera.scale)
+
fovy = atan(0.5/aspect/(camera.lens/32))
- fovy = fovy * 360/pi
+ fovy = fovy * 360.0/pi
# What projection do we want?
- if camera.type:
- m2 = self._calcOrthoMatrix(fovy, aspect, near, far, 17) #camera.scale)
- else:
- m2 = self._calcPerspectiveMatrix(fovy, aspect, near, far)
+ if camera.type == 0:
+ mP = self._calcPerspectiveMatrix(fovy, aspect, near, far)
+ elif camera.type == 1:
+ mP = self._calcOrthoMatrix(fovy, aspect, near, far, scale)
- m1 = Matrix()
- mP = Matrix()
-
# View transformation
- cam = cameraObj.getInverseMatrix()
+ cam = Matrix(cameraObj.getInverseMatrix())
cam.transpose()
-
- m1 = obMesh.getMatrix()
- m1.transpose()
- mP = cam * m1
- mP = m2 * mP
+ mP = mP * cam
self.projectionMatrix = mP
@@ -110,32 +904,32 @@ class Projector:
matrix.
"""
- # Note that we need the vertex expressed using homogeneous coordinates
- p = self.projectionMatrix * Vector([v[0], v[1], v[2], 1.0])
-
- mW = self.size[0]/2
- mH = self.size[1]/2
+ # Note that we have to work on the vertex using homogeneous coordinates
+ # From blender 2.42+ we don't need to resize the vector to be 4d
+ # when applying a 4x4 matrix, but we do that anyway since we need the
+ # 4th coordinate later
+ p = self.projectionMatrix * Vector(v).resize4D()
- if p[3]<=0:
- p[0] = int(p[0]*mW)+mW
- p[1] = int(p[1]*mH)+mH
- else:
- p[0] = int((p[0]/p[3])*mW)+mW
- p[1] = int((p[1]/p[3])*mH)+mH
-
- # For now we want (0,0) in the top-left corner of the canvas
- # Mirror and translate along y
- p[1] *= -1
- p[1] += self.size[1]
-
+ # Perspective division
+ if p[3] != 0:
+ p[0] = p[0]/p[3]
+ p[1] = p[1]/p[3]
+ p[2] = p[2]/p[3]
+
+ # restore the size
+ p[3] = 1.0
+ p.resize3D()
+
return p
+
##
# Private methods
#
def _calcPerspectiveMatrix(self, fovy, aspect, near, far):
- """Return a perspective projection matrix."""
+ """Return a perspective projection matrix.
+ """
top = near * tan(fovy * pi / 360.0)
bottom = -top
@@ -157,9 +951,11 @@ class Projector:
return m
def _calcOrthoMatrix(self, fovy, aspect , near, far, scale):
- """Return an orthogonal projection matrix."""
+ """Return an orthogonal projection matrix.
+ """
- top = near * tan(fovy * pi / 360.0) * (scale * 10)
+ # The 11 in the formula was found emiprically
+ top = near * tan(fovy * pi / 360.0) * (scale * 11)
bottom = -top
left = bottom * aspect
right= top * aspect
@@ -181,139 +977,681 @@ class Projector:
# ---------------------------------------------------------------------
#
-## Mesh representation class
+## Progress Indicator
#
# ---------------------------------------------------------------------
-# TODO: a class to represent the needed properties of a 2D vector image
-# Just use a NMesh structure?
+class Progress:
+ """A model for a progress indicator.
+
+ Do the progress calculation calculation and
+ the view independent stuff of a progress indicator.
+ """
+ def __init__(self, steps=0):
+ self.name = ""
+ self.steps = steps
+ self.completed = 0
+ self.progress = 0
+
+ def setSteps(self, steps):
+ """Set the number of steps of the activity wich we want to track.
+ """
+ self.steps = steps
+ def getSteps(self):
+ return self.steps
-# ---------------------------------------------------------------------
-#
-## Vector Drawing Classes
-#
-# ---------------------------------------------------------------------
+ def setName(self, name):
+ """Set the name of the activity wich we want to track.
+ """
+ self.name = name
-## A generic Writer
+ def getName(self):
+ return self.name
-class VectorWriter:
- """
- A class for printing output in a vectorial format.
+ def getProgress(self):
+ return self.progress
- Given a 2D representation of the 3D scene the class is responsible to
+ def reset(self):
+ self.completed = 0
+ self.progress = 0
+
+ def update(self):
+ """Update the model, call this method when one step is completed.
+ """
+ if self.progress == 100:
+ return False
+
+ self.completed += 1
+ self.progress = ( float(self.completed) / float(self.steps) ) * 100
+ self.progress = int(self.progress)
+
+ return True
+
+
+class ProgressIndicator:
+ """An abstraction of a View for the Progress Model
+ """
+ def __init__(self):
+
+ # Use a refresh rate so we do not show the progress at
+ # every update, but every 'self.refresh_rate' times.
+ self.refresh_rate = 10
+ self.shows_counter = 0
+
+ self.quiet = False
+
+ self.progressModel = None
+
+ def setQuiet(self, value):
+ self.quiet = value
+
+ def setActivity(self, name, steps):
+ """Initialize the Model.
+
+ In a future version (with subactivities-progress support) this method
+ could only set the current activity.
+ """
+ self.progressModel = Progress()
+ self.progressModel.setName(name)
+ self.progressModel.setSteps(steps)
+
+ def getActivity(self):
+ return self.progressModel
+
+ def update(self):
+ """Update the model and show the actual progress.
+ """
+ assert(self.progressModel)
+
+ if self.progressModel.update():
+ if self.quiet:
+ return
+
+ self.show(self.progressModel.getProgress(),
+ self.progressModel.getName())
+
+ # We return always True here so we can call the update() method also
+ # from lambda funcs (putting the call in logical AND with other ops)
+ return True
+
+ def show(self, progress, name=""):
+ self.shows_counter = (self.shows_counter + 1) % self.refresh_rate
+ if self.shows_counter != 0:
+ return
+
+ if progress == 100:
+ self.shows_counter = -1
+
+
+class ConsoleProgressIndicator(ProgressIndicator):
+ """Show a progress bar on stderr, a la wget.
+ """
+ def __init__(self):
+ ProgressIndicator.__init__(self)
+
+ self.swirl_chars = ["-", "\\", "|", "/"]
+ self.swirl_count = -1
+
+ def show(self, progress, name):
+ ProgressIndicator.show(self, progress, name)
+
+ bar_length = 70
+ bar_progress = int( (progress/100.0) * bar_length )
+ bar = ("=" * bar_progress).ljust(bar_length)
+
+ self.swirl_count = (self.swirl_count+1)%len(self.swirl_chars)
+ swirl_char = self.swirl_chars[self.swirl_count]
+
+ progress_bar = "%s |%s| %c %3d%%" % (name, bar, swirl_char, progress)
+
+ sys.stderr.write(progress_bar+"\r")
+ if progress == 100:
+ sys.stderr.write("\n")
+
+
+class GraphicalProgressIndicator(ProgressIndicator):
+ """Interface to the Blender.Window.DrawProgressBar() method.
+ """
+ def __init__(self):
+ ProgressIndicator.__init__(self)
+
+ #self.swirl_chars = ["-", "\\", "|", "/"]
+ # We have to use letters with the same width, for now!
+ # Blender progress bar considers the font widths when
+ # calculating the progress bar width.
+ self.swirl_chars = ["\\", "/"]
+ self.swirl_count = -1
+
+ def show(self, progress, name):
+ ProgressIndicator.show(self, progress)
+
+ self.swirl_count = (self.swirl_count+1)%len(self.swirl_chars)
+ swirl_char = self.swirl_chars[self.swirl_count]
+
+ progress_text = "%s - %c %3d%%" % (name, swirl_char, progress)
+
+ # Finally draw the Progress Bar
+ Window.WaitCursor(1) # Maybe we can move that call in the constructor?
+ Window.DrawProgressBar(progress/100.0, progress_text)
+
+ if progress == 100:
+ Window.DrawProgressBar(1, progress_text)
+ Window.WaitCursor(0)
+
+
+
+# ---------------------------------------------------------------------
+#
+## 2D Object representation class
+#
+# ---------------------------------------------------------------------
+
+# TODO: a class to represent the needed properties of a 2D vector image
+# For now just using a [N]Mesh structure.
+
+
+# ---------------------------------------------------------------------
+#
+## Vector Drawing Classes
+#
+# ---------------------------------------------------------------------
+
+## A generic Writer
+
+class VectorWriter:
+ """
+ A class for printing output in a vectorial format.
+
+ Given a 2D representation of the 3D scene the class is responsible to
write it is a vector format.
Every subclasses of VectorWriter must have at last the following public
methods:
- - printCanvas(mesh) --- where mesh is as specified before.
+ - open(self)
+ - close(self)
+ - printCanvas(self, scene,
+ doPrintPolygons=True, doPrintEdges=False, showHiddenEdges=False):
"""
- def __init__(self, fileName, canvasSize):
- """Open the file named #fileName# and set the canvas size."""
+ def __init__(self, fileName):
+ """Set the output file name and other properties"""
+
+ self.outputFileName = fileName
+ self.file = None
- self.file = open(fileName, "w")
- print "Outputting to: ", fileName
+ context = Scene.GetCurrent().getRenderingContext()
+ self.canvasSize = ( context.imageSizeX(), context.imageSizeY() )
+
+ self.startFrame = 1
+ self.endFrame = 1
+ self.animation = False
- self.canvasSize = canvasSize
-
##
# Public Methods
#
- def printCanvas(mesh):
- return
-
- ##
- # Private Methods
- #
-
- def _printHeader():
+ def open(self, startFrame=1, endFrame=1):
+ if startFrame != endFrame:
+ self.startFrame = startFrame
+ self.endFrame = endFrame
+ self.animation = True
+
+ self.file = open(self.outputFileName, "w")
+ print "Outputting to: ", self.outputFileName
+
return
- def _printFooter():
+ def close(self):
+ if self.file:
+ self.file.close()
return
+ def printCanvas(self, scene, doPrintPolygons=True, doPrintEdges=False,
+ showHiddenEdges=False):
+ """This is the interface for the needed printing routine.
+ """
+ return
+
## SVG Writer
class SVGVectorWriter(VectorWriter):
"""A concrete class for writing SVG output.
-
- The class does not support animations, yet.
- Sorry.
"""
- def __init__(self, file, canvasSize):
- """Simply call the parent Contructor."""
- VectorWriter.__init__(self, file, canvasSize)
+ def __init__(self, fileName):
+ """Simply call the parent Contructor.
+ """
+ VectorWriter.__init__(self, fileName)
##
# Public Methods
#
-
- def printCanvas(self, scene):
- """Convert the scene representation to SVG."""
+ def open(self, startFrame=1, endFrame=1):
+ """Do some initialization operations.
+ """
+ VectorWriter.open(self, startFrame, endFrame)
self._printHeader()
+
+ def close(self):
+ """Do some finalization operation.
+ """
+ self._printFooter()
+
+ # remember to call the close method of the parent
+ VectorWriter.close(self)
+
- for obj in scene:
- self.file.write("\n")
-
- for face in obj.faces:
- self._printPolygon(face)
+ def printCanvas(self, scene, doPrintPolygons=True, doPrintEdges=False,
+ showHiddenEdges=False):
+ """Convert the scene representation to SVG.
+ """
- self.file.write("\n")
+ Objects = scene.getChildren()
+
+ context = scene.getRenderingContext()
+ framenumber = context.currentFrame()
+
+ if self.animation:
+ framestyle = "display:none"
+ else:
+ framestyle = "display:block"
- self._printFooter()
+ # Assign an id to this group so we can set properties on it using DOM
+ self.file.write("\n" %
+ (framenumber, framestyle) )
+
+
+ for obj in Objects:
+
+ if(obj.getType() != 'Mesh'):
+ continue
+
+ self.file.write("\n" % obj.getName())
+
+ mesh = obj.getData(mesh=1)
+
+ if doPrintPolygons:
+ self._printPolygons(mesh)
+
+ if doPrintEdges:
+ self._printEdges(mesh, showHiddenEdges)
+
+ self.file.write("\n")
+
+ self.file.write("\n")
+
##
# Private Methods
#
+ def _calcCanvasCoord(self, v):
+ """Convert vertex in scene coordinates to canvas coordinates.
+ """
+
+ pt = Vector([0, 0, 0])
+
+ mW = float(self.canvasSize[0])/2.0
+ mH = float(self.canvasSize[1])/2.0
+
+ # rescale to canvas size
+ pt[0] = v.co[0]*mW + mW
+ pt[1] = v.co[1]*mH + mH
+ pt[2] = v.co[2]
+
+ # For now we want (0,0) in the top-left corner of the canvas.
+ # Mirror and translate along y
+ pt[1] *= -1
+ pt[1] += self.canvasSize[1]
+
+ return pt
+
def _printHeader(self):
"""Print SVG header."""
self.file.write("\n")
- self.file.write("