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Fix issue #136

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This commit is contained in:
Mario Voigt 2024-01-18 11:36:46 +01:00
parent 371d5f936d
commit 68e1dd9ac4
2 changed files with 234 additions and 215 deletions
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1
extensions/fablabchemnitz/chain_paths/chain_paths.inx
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@ -12,6 +12,7 @@
</param>
<param name="snap_ends" type="bool" gui-text="Snap connecting ends together" gui-description="This will deduplicate (merge) two nodes to one node">false</param>
<param name="close_loops" type="bool" gui-text="Close loops (start/end of the same path)">true</param>
<param name="limit" type="int" min="0" max="99999" gui-text="Maximum items to process" gui-description="The more items at once are selected, the slower the process gets. Repeating in smaller steps is better. Set 0 for umlimited selection, else the selection gets cut off.">2000</param>
<param name="debug" type="bool" gui-text="Debug output">false</param>
<!-- Keep in sync with chain_paths.py line 19 __version__ = ... -->
<label appearance="url">https://github.com/fablabnbg/inkscape-chain-paths</label>

448
extensions/fablabchemnitz/chain_paths/chain_paths.py
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@ -37,247 +37,265 @@ from optparse import SUPPRESS_HELP
class ChainPaths(inkex.EffectExtension):
def __init__(self):
inkex.Effect.__init__(self)
def __init__(self):
inkex.Effect.__init__(self)
# For handling an SVG viewbox attribute, we will need to know the
# values of the document's <svg> width and height attributes as well
# as establishing a transform from the viewbox to the display.
self.chain_epsilon = 0.01
self.snap_ends = True
self.close_loops = True
self.segments_done = {}
self.min_missed_distance_sq = None
self.chained_count = 0
# For handling an SVG viewbox attribute, we will need to know the
# values of the document's <svg> width and height attributes as well
# as establishing a transform from the viewbox to the display.
self.chain_epsilon = 0.01
self.snap_ends = True
self.close_loops = True
self.segments_done = {}
self.min_missed_distance_sq = None
self.chained_count = 0
self.arg_parser.add_argument('-V', '--version', type=inkex.Boolean, default=False, help = 'Just print version number ("' + __version__ + '") and exit.')
self.arg_parser.add_argument('-s', '--snap_ends', type=inkex.Boolean, default=True, help='snap end-points together when connecting')
self.arg_parser.add_argument('-c', '--close_loops', type=inkex.Boolean, default=True, help='close loops (start/end of the same path)')
self.arg_parser.add_argument('-u', '--units', default="mm", help="measurement unit for epsilon")
self.arg_parser.add_argument('-e', '--chain_epsilon', type=float, default=0.01, help="Max. distance to connect [mm]")
self.arg_parser.add_argument('-d', '--debug', type=inkex.Boolean, default=False, help='Debug')
self.arg_parser.add_argument('-V', '--version', type=inkex.Boolean, default=False, help = 'Just print version number ("' + __version__ + '") and exit.')
self.arg_parser.add_argument('-s', '--snap_ends', type=inkex.Boolean, default=True, help='snap end-points together when connecting')
self.arg_parser.add_argument('-c', '--close_loops', type=inkex.Boolean, default=True, help='close loops (start/end of the same path)')
self.arg_parser.add_argument('-l', '--limit', type=int, default=2000, help='Maximum items to process')
self.arg_parser.add_argument('-u', '--units', default="mm", help="measurement unit for epsilon")
self.arg_parser.add_argument('-e', '--chain_epsilon', type=float, default=0.01, help="Max. distance to connect [mm]")
self.arg_parser.add_argument('-d', '--debug', type=inkex.Boolean, default=False, help='Debug')
def version(self):
return __version__
def author(self):
return __author__
def version(self):
return __version__
def author(self):
return __author__
def calc_unit_factor(self, units='mm'):
""" return the scale factor for all dimension conversions.
- The document units are always irrelevant as
everything in inkscape is expected to be in 90dpi pixel units
"""
dialog_units = self.svg.unittouu(str(1.0)+units)
self.unit_factor = 1.0 / dialog_units
return self.unit_factor
def calc_unit_factor(self, units='mm'):
""" return the scale factor for all dimension conversions.
- The document units are always irrelevant as
everything in inkscape is expected to be in 90dpi pixel units
"""
dialog_units = self.svg.unittouu(str(1.0)+units)
self.unit_factor = 1.0 / dialog_units
return self.unit_factor
def reverse_segment(self, seg):
r = []
for s in reversed(seg):
# s has 3 elements: handle1, point, handle2
# Swap handles.
s.reverse()
r.append(s)
return r
def reverse_segment(self, seg):
r = []
for s in reversed(seg):
# s has 3 elements: handle1, point, handle2
# Swap handles.
s.reverse()
r.append(s)
return r
def set_segment_done(self, so, id, n, msg=''):
if not id in self.segments_done:
self.segments_done[id] = {}
self.segments_done[id][n] = True
if so.debug: inkex.utils.debug("done {} {} {}".format(id), n, msg)
def set_segment_done(self, so, id, n, msg=''):
if not id in self.segments_done:
self.segments_done[id] = {}
self.segments_done[id][n] = True
if so.debug: inkex.utils.debug("done {} {} {}".format(id, n, msg))
def is_segment_done(self, id, n):
if not id in self.segments_done:
return False
if n in self.segments_done[id]:
return True
return False
def is_segment_done(self, id, n):
if not id in self.segments_done:
return False
if n in self.segments_done[id]:
return True
return False
def link_segments(self, seg1, seg2):
if self.snap_ends:
seg = seg1[:-1]
p1 = seg1[-1]
p2 = seg2[0]
# fuse p1 and p2 to create one new point:
# first handle from p1, point coordinates averaged, second handle from p2
seg.append([ [ p1[0][0] , p1[0][1] ],
[ (p1[1][0] + p2[1][0]) * .5, (p1[1][1] + p2[1][1]) * .5 ],
[ p2[2][0] , p2[2][1] ] ])
seg.extend(seg2[1:])
else:
seg = seg1[:]
seg.extend(seg2[:])
self.chained_count += 1
return seg
def link_segments(self, seg1, seg2):
if self.snap_ends:
seg = seg1[:-1]
p1 = seg1[-1]
p2 = seg2[0]
# fuse p1 and p2 to create one new point:
# first handle from p1, point coordinates averaged, second handle from p2
seg.append([ [ p1[0][0] , p1[0][1] ],
[ (p1[1][0] + p2[1][0]) * .5, (p1[1][1] + p2[1][1]) * .5 ],
[ p2[2][0] , p2[2][1] ] ])
seg.extend(seg2[1:])
else:
seg = seg1[:]
seg.extend(seg2[:])
self.chained_count += 1
return seg
def near_ends(self, end1, end2):
""" requires self.eps_sq to be the square of the near distance """
dx = end1[0] - end2[0]
dy = end1[1] - end2[1]
d_sq = dx * dx + dy * dy
if d_sq > self.eps_sq:
if self.min_missed_distance_sq is None:
self.min_missed_distance_sq = d_sq
elif self.min_missed_distance_sq > d_sq:
self.min_missed_distance_sq = d_sq
return False
else:
return True
def near_ends(self, end1, end2):
""" requires self.eps_sq to be the square of the near distance """
dx = end1[0] - end2[0]
dy = end1[1] - end2[1]
d_sq = dx * dx + dy * dy
if d_sq > self.eps_sq:
if self.min_missed_distance_sq is None:
self.min_missed_distance_sq = d_sq
elif self.min_missed_distance_sq > d_sq:
self.min_missed_distance_sq = d_sq
return False
else:
return True
def effect(self):
so = self.options
if so.version:
print(__version__)
sys.exit(0)
def effect(self):
so = self.options
self.calc_unit_factor(so.units)
if so.version:
print(__version__)
sys.exit(0)
if so.snap_ends is not None: self.snap_ends = so.snap_ends
if so.close_loops is not None: self.close_loops = so.close_loops
if so.chain_epsilon is not None: self.chain_epsilon = so.chain_epsilon
if self.chain_epsilon < 0.001: self.chain_epsilon = 0.001 # keep a minimum.
self.eps_sq = self.chain_epsilon * self.unit_factor * self.chain_epsilon * self.unit_factor
self.calc_unit_factor(so.units)
if not len(self.svg.selected.items()):
inkex.errormsg("Please select one or more objects.")
return
if so.snap_ends is not None: self.snap_ends = so.snap_ends
if so.close_loops is not None: self.close_loops = so.close_loops
if so.chain_epsilon is not None: self.chain_epsilon = so.chain_epsilon
if self.chain_epsilon < 0.001: self.chain_epsilon = 0.001 # keep a minimum.
self.eps_sq = self.chain_epsilon * self.unit_factor * self.chain_epsilon * self.unit_factor
segments = []
for id, node in self.svg.selected.items():
if node.tag != inkex.addNS('path', 'svg'):
inkex.errormsg("Object id {} is not a path. Try\n - Path->Object to Path\n - Object->Ungroup".format(node.get('id')))
return
if so.debug: inkex.utils.debug("id={}, tag=".format(idnode.get('id'), node.tag))
path_d = CubicSuperPath(Path(node.get('d')))
sub_idx = -1
for sub in path_d:
sub_idx += 1
# sub = [[[200.0, 300.0], [200.0, 300.0], [175.0, 290.0]], [[175.0, 265.0], [220.37694, 256.99876], [175.0, 240.0]], [[175.0, 215.0], [200.0, 200.0], [200.0, 200.0]]]
# this is a path of three points. All the bezier handles are included. the Structure is:
# [[handle0_OUT, point0, handle0_1], [handle1_0, point1, handle1_2], [handle2_1, point2, handle2_OUT]]
# the _OUT handles at the end of the path are ignored. The data structure has them identical to their points.
#
if so.debug: inkex.utils.debug(" sub={}".format(sub))
end1 = [sub[ 0][1][0], sub[ 0][1][1]]
end2 = [sub[-1][1][0], sub[-1][1][1]]
selected = self.svg.selected.items()
# Remove trivial self reversal when building candidate segments list.
if ((len(sub) == 3) and self.near_ends(end1, end2)):
if so.debug: inkex.utils.debug("dropping segment from self-reversing path, length: {}".format(len(sub)))
sub.pop()
end2 = [sub[-1][1][0], sub[-1][1][1]]
itemsCount = len(selected)
if not itemsCount:
inkex.errormsg("Please select one or more objects.")
return
segments.append({'id': id, 'n': sub_idx, 'end1': end1, 'end2':end2, 'seg': sub})
if node.get(inkex.addNS('type', 'sodipodi')):
del node.attrib[inkex.addNS('type', 'sodipodi')]
if so.debug: inkex.utils.debug("-------- seen: ")
for s in segments:
if so.debug: inkex.utils.debug("{}, {}, {}, {}".format(s['id'], s['n'], s['end1'], s['end2']))
#selected = dict(reversed(list(selected))) #reverse
if so.limit > 0 and itemsCount > so.limit:
inkex.utils.debug("Maximum items to process is set to {}. You selected {} items. We continue with processing until limit is reached.".format(so.limit, itemsCount))
# chain the segments
obsoleted = 0
remaining = 0
for id, node in self.svg.selected.items():
path_d = CubicSuperPath(Path(node.get('d')))
# ATTENTION: for parsePath() it is the same, if first and last point coincide, or if the path is really closed.
path_closed = True if re.search(r'z\s*$', node.get('d')) else False
new = []
cur_idx = -1
for chain in path_d:
cur_idx += 1
if not self.is_segment_done(id, cur_idx):
# quadratic algorithm: we check both ends of the current segment.
# If one of them is near another known end from the segments list, we
# chain this segment to the current segment and remove it from the
# list,
# end1-end1 or end2-end2: The new segment is reversed.
# end1-end2: The new segment is prepended to the current segment.
# end2-end1: The new segment is appended to the current segment.
self.set_segment_done(so, id, cur_idx, "output") # do not cross with ourselves.
end1 = [chain[ 0][1][0], chain[ 0][1][1]]
end2 = [chain[-1][1][0], chain[-1][1][1]]
segments = []
workedon = 0
for id, node in selected:
if node.tag != inkex.addNS('path', 'svg'):
inkex.errormsg("Object id {} is not a path. Try\n - Path->Object to Path\n - Object->Ungroup".format(node.get('id')))
return
if so.debug: inkex.utils.debug("id={}, tag=".format(idnode.get('id'), node.tag))
path_d = CubicSuperPath(Path(node.get('d')))
sub_idx = -1
for sub in path_d:
sub_idx += 1
# sub = [[[200.0, 300.0], [200.0, 300.0], [175.0, 290.0]], [[175.0, 265.0], [220.37694, 256.99876], [175.0, 240.0]], [[175.0, 215.0], [200.0, 200.0], [200.0, 200.0]]]
# this is a path of three points. All the bezier handles are included. the Structure is:
# [[handle0_OUT, point0, handle0_1], [handle1_0, point1, handle1_2], [handle2_1, point2, handle2_OUT]]
# the _OUT handles at the end of the path are ignored. The data structure has them identical to their points.
#
if so.debug: inkex.utils.debug(" sub={}".format(sub))
end1 = [sub[ 0][1][0], sub[ 0][1][1]]
end2 = [sub[-1][1][0], sub[-1][1][1]]
# Remove trivial self revesal when doing the actual chain operation.
if ((len(chain) == 3) and self.near_ends(end1, end2)):
chain.pop()
end2 = [chain[-1][1][0], chain[-1][1][1]]
# Remove trivial self reversal when building candidate segments list.
if ((len(sub) == 3) and self.near_ends(end1, end2)):
if so.debug: inkex.utils.debug("dropping segment from self-reversing path, length: {}".format(len(sub)))
sub.pop()
end2 = [sub[-1][1][0], sub[-1][1][1]]
segments_idx = 0
while segments_idx < len(segments):
seg = segments[segments_idx]
if self.is_segment_done(seg['id'], seg['n']):
segments_idx += 1
continue
segments.append({'id': id, 'n': sub_idx, 'end1': end1, 'end2':end2, 'seg': sub})
if node.get(inkex.addNS('type', 'sodipodi')):
del node.attrib[inkex.addNS('type', 'sodipodi')]
workedon += 1
if workedon >= so.limit and so.limit > 0:
break
if (self.near_ends(end1, seg['end1']) or
self.near_ends(end2, seg['end2'])):
seg['seg'] = self.reverse_segment(seg['seg'])
seg['end1'], seg['end2'] = seg['end2'], seg['end1']
if so.debug: inkex.utils.debug("reversed seg {}, {}".format(seg['id'], seg['n']))
if so.debug: inkex.utils.debug("-------- seen: ")
for s in segments:
if so.debug: inkex.utils.debug("{}, {}, {}, {}".format(s['id'], s['n'], s['end1'], s['end2']))
if self.near_ends(end1, seg['end2']):
# prepend seg to chain
self.set_segment_done(so, seg['id'], seg['n'], 'prepended to {} {}'.format(id, cur_idx))
chain = self.link_segments(seg['seg'], chain)
end1 = [chain[0][1][0], chain[0][1][1]]
segments_idx = 0 # this chain changed. re-visit all candidate
continue
# chain the segments
obsoleted = 0
remaining = 0
if self.near_ends(end2, seg['end1']):
# append seg to chain
self.set_segment_done(so, seg['id'], seg['n'], 'appended to {} {}'.format(id, cur_idx))
chain = self.link_segments(chain, seg['seg'])
end2 = [chain[-1][1][0], chain[-1][1][1]]
segments_idx = 0 # this chain changed. re-visit all candidate
continue
workedon = 0
for id, node in selected:
path_d = CubicSuperPath(Path(node.get('d')))
# ATTENTION: for parsePath() it is the same, if first and last point coincide, or if the path is really closed.
path_closed = True if re.search(r'z\s*$', node.get('d')) else False
new = []
cur_idx = -1
for chain in path_d:
cur_idx += 1
if not self.is_segment_done(id, cur_idx):
# quadratic algorithm: we check both ends of the current segment.
# If one of them is near another known end from the segments list, we
# chain this segment to the current segment and remove it from the
# list,
# end1-end1 or end2-end2: The new segment is reversed.
# end1-end2: The new segment is prepended to the current segment.
# end2-end1: The new segment is appended to the current segment.
self.set_segment_done(so, id, cur_idx, "output") # do not cross with ourselves.
end1 = [chain[ 0][1][0], chain[ 0][1][1]]
end2 = [chain[-1][1][0], chain[-1][1][1]]
segments_idx += 1
# Remove trivial self revesal when doing the actual chain operation.
if ((len(chain) == 3) and self.near_ends(end1, end2)):
chain.pop()
end2 = [chain[-1][1][0], chain[-1][1][1]]
# Now all joinable segments are joined.
# Finally, we can check, if the resulting path is a closed path:
# Closing a path here, isolates it from the rest.
# But as we prefer to make the chain as long as possible, we close late.
if self.near_ends(end1, end2) and not path_closed and self.close_loops:
if so.debug: inkex.utils.debug("closing closeable loop {}".format(id))
if self.snap_ends:
# move first point to mid position
x1n = (chain[0][1][0] + chain[-1][1][0]) * 0.5
y1n = (chain[0][1][1] + chain[-1][1][1]) * 0.5
chain[0][1][0], chain[0][1][1] = x1n, y1n
# merge handle of the last point to the handle of the first point
dx0e = chain[-1][0][0] - chain[-1][1][0]
dy0e = chain[-1][0][1] - chain[-1][1][1]
if so.debug: inkex.utils.debug("handle diff: {} {}".format(dx0e, dy0e))
# FIXME: this does not work. cubicsuperpath.formatPath() ignores this handle.
chain[0][0][0], chain[0][0][1] = x1n+dx0e, y1n+dy0e
# drop last point
chain.pop()
end2 = [chain[-1][1][0], chain[-1][1][1]]
path_closed = True
self.chained_count +=1
segments_idx = 0
while segments_idx < len(segments):
seg = segments[segments_idx]
if self.is_segment_done(seg['id'], seg['n']):
segments_idx += 1
continue
new.append(chain)
if (self.near_ends(end1, seg['end1']) or
self.near_ends(end2, seg['end2'])):
seg['seg'] = self.reverse_segment(seg['seg'])
seg['end1'], seg['end2'] = seg['end2'], seg['end1']
if so.debug: inkex.utils.debug("reversed seg {}, {}".format(seg['id'], seg['n']))
if not len(new):
# node.clear()
if node.getparent() is not None:
node.delete()
obsoleted += 1
if so.debug: inkex.utils.debug("Path node obsoleted: {}".format(id))
else:
remaining += 1
# BUG: All previously closed loops are open after we convert them back with cubicsuperpath.formatPath()
p_fmt = str(Path(CubicSuperPath(new).to_path().to_arrays()))
if path_closed: p_fmt += " z"
if so.debug: inkex.utils.debug("new path: {}".format(p_fmt))
node.set('d', p_fmt)
if self.near_ends(end1, seg['end2']):
# prepend seg to chain
self.set_segment_done(so, seg['id'], seg['n'], 'prepended to {} {}'.format(id, cur_idx))
chain = self.link_segments(seg['seg'], chain)
end1 = [chain[0][1][0], chain[0][1][1]]
segments_idx = 0 # this chain changed. re-visit all candidate
continue
# statistics:
if so.debug: inkex.utils.debug("Path nodes obsoleted: {}\nPath nodes remaining: {}".format(obsoleted, remaining))
if self.min_missed_distance_sq is not None:
if so.debug: inkex.utils.debug("min_missed_distance: {} > {}".format(math.sqrt(float(self.min_missed_distance_sq))/self.unit_factor, self.chain_epsilon)+str(so.units))
if so.debug: inkex.utils.debug("Successful link operations: {}".format(self.chained_count))
if self.near_ends(end2, seg['end1']):
# append seg to chain
self.set_segment_done(so, seg['id'], seg['n'], 'appended to {} {}'.format(id, cur_idx))
chain = self.link_segments(chain, seg['seg'])
end2 = [chain[-1][1][0], chain[-1][1][1]]
segments_idx = 0 # this chain changed. re-visit all candidate
continue
segments_idx += 1
# Now all joinable segments are joined.
# Finally, we can check, if the resulting path is a closed path:
# Closing a path here, isolates it from the rest.
# But as we prefer to make the chain as long as possible, we close late.
if self.near_ends(end1, end2) and not path_closed and self.close_loops:
if so.debug: inkex.utils.debug("closing closeable loop {}".format(id))
if self.snap_ends:
# move first point to mid position
x1n = (chain[0][1][0] + chain[-1][1][0]) * 0.5
y1n = (chain[0][1][1] + chain[-1][1][1]) * 0.5
chain[0][1][0], chain[0][1][1] = x1n, y1n
# merge handle of the last point to the handle of the first point
dx0e = chain[-1][0][0] - chain[-1][1][0]
dy0e = chain[-1][0][1] - chain[-1][1][1]
if so.debug: inkex.utils.debug("handle diff: {} {}".format(dx0e, dy0e))
# FIXME: this does not work. cubicsuperpath.formatPath() ignores this handle.
chain[0][0][0], chain[0][0][1] = x1n+dx0e, y1n+dy0e
# drop last point
chain.pop()
end2 = [chain[-1][1][0], chain[-1][1][1]]
path_closed = True
self.chained_count +=1
new.append(chain)
if not len(new):
# node.clear()
if node.getparent() is not None:
node.delete()
obsoleted += 1
if so.debug: inkex.utils.debug("Path node obsoleted: {}".format(id))
else:
remaining += 1
# BUG: All previously closed loops are open after we convert them back with cubicsuperpath.formatPath()
p_fmt = str(Path(CubicSuperPath(new).to_path().to_arrays()))
if path_closed: p_fmt += " z"
if so.debug: inkex.utils.debug("new path: {}".format(p_fmt))
node.set('d', p_fmt)
workedon += 1
if workedon >= so.limit and so.limit > 0:
break
# statistics:
if so.debug: inkex.utils.debug("Path nodes obsoleted: {}\nPath nodes remaining: {}".format(obsoleted, remaining))
if self.min_missed_distance_sq is not None:
if so.debug: inkex.utils.debug("min_missed_distance: {} > {}".format(math.sqrt(float(self.min_missed_distance_sq))/self.unit_factor, self.chain_epsilon)+str(so.units))
if so.debug: inkex.utils.debug("Successful link operations: {}".format(self.chained_count))
if __name__ == '__main__':
ChainPaths().run()
ChainPaths().run()