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path.scad cleanup (hid/removed several functions)

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This commit is contained in:
Adrian Mariano 2021-09-18 19:11:08 -04:00
parent 703c2693a4
commit 9ca77eed1b
9 changed files with 137 additions and 257 deletions
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2
attachments.scad
View file

@ -13,7 +13,7 @@
// Default values for attachment code.
$tags = "";
$overlap = 0;
$color = "yellow";
$color = undef;//"yellow";
$attach_to = undef;
$attach_anchor = [CENTER, CENTER, UP, 0];

4
debug.scad
View file

@ -346,7 +346,9 @@ module expose_anchors(opacity=0.2) {
show("anchor-arrow")
children();
hide("anchor-arrow")
color(is_string($color)? $color : point3d($color), opacity)
color(is_undef($color)? [0,0,0] :
is_string($color)? $color :
point3d($color), opacity)
children();
}

12
drawing.scad
View file

@ -251,14 +251,10 @@ module stroke(
translate(path[0]) sphere(d=width[0]);
}
} else {
spos = path_pos_from_start(path,trim1,closed=false);
epos = path_pos_from_end(path,trim2,closed=false);
path2 = path_subselect(path, spos[0], spos[1], epos[0], epos[1]);
widths = concat(
[lerp(width[spos[0]], width[(spos[0]+1)%len(width)], spos[1])],
[for (i = [spos[0]+1:1:epos[0]]) width[i]],
[lerp(width[epos[0]], width[(epos[0]+1)%len(width)], epos[1])]
);
pathcut = path_cut_points(path, [trim1, path_length(path)-trim2], closed=false);
pathcut_su = _cut_to_seg_u_form(pathcut,path);
path2 = _path_cut_getpaths(path, pathcut, closed=false)[1];
widths = _path_select(width, pathcut_su[0][0], pathcut_su[0][1], pathcut_su[1][0], pathcut_su[1][1]);
start_vec = path[0] - path[1];
end_vec = last(path) - select(path,-2);

348
paths.scad
View file

@ -72,21 +72,21 @@ function cleanup_path(path, eps=EPSILON) =
is_closed_path(path,eps=eps)? [for (i=[0:1:len(path)-2]) path[i]] : path;
// Function: path_subselect()
// Usage:
// path_subselect(path,s1,u1,s2,u2,[closed]):
// Description:
// Returns a portion of a path, from between the `u1` part of segment `s1`, to the `u2` part of
// segment `s2`. Both `u1` and `u2` are values between 0.0 and 1.0, inclusive, where 0 is the start
// of the segment, and 1 is the end. Both `s1` and `s2` are integers, where 0 is the first segment.
// Arguments:
// path = The path to get a section of.
// s1 = The number of the starting segment.
// u1 = The proportion along the starting segment, between 0.0 and 1.0, inclusive.
// s2 = The number of the ending segment.
// u2 = The proportion along the ending segment, between 0.0 and 1.0, inclusive.
// closed = If true, treat path as a closed polygon.
function path_subselect(path, s1, u1, s2, u2, closed=false) =
/// internal Function: _path_select()
/// Usage:
/// _path_select(path,s1,u1,s2,u2,[closed]):
/// Description:
/// Returns a portion of a path, from between the `u1` part of segment `s1`, to the `u2` part of
/// segment `s2`. Both `u1` and `u2` are values between 0.0 and 1.0, inclusive, where 0 is the start
/// of the segment, and 1 is the end. Both `s1` and `s2` are integers, where 0 is the first segment.
/// Arguments:
/// path = The path to get a section of.
/// s1 = The number of the starting segment.
/// u1 = The proportion along the starting segment, between 0.0 and 1.0, inclusive.
/// s2 = The number of the ending segment.
/// u2 = The proportion along the ending segment, between 0.0 and 1.0, inclusive.
/// closed = If true, treat path as a closed polygon.
function _path_select(path, s1, u1, s2, u2, closed=false) =
let(
lp = len(path),
l = lp-(closed?0:1),
@ -102,15 +102,15 @@ function path_subselect(path, s1, u1, s2, u2, closed=false) =
) pathout;
// Function: simplify_path()
// Function: path_merge_collinear()
// Description:
// Takes a path and removes unnecessary subsequent collinear points.
// Takes a path and removes unnecessary sequential collinear points.
// Usage:
// simplify_path(path, [eps])
// path_merge_collinear(path, [eps])
// Arguments:
// path = A list of path points of any dimension.
// eps = Largest positional variance allowed. Default: `EPSILON` (1-e9)
function simplify_path(path, eps=EPSILON) =
function path_merge_collinear(path, eps=EPSILON) =
assert( is_path(path), "Invalid path." )
assert( is_undef(eps) || (is_finite(eps) && (eps>=0) ), "Invalid tolerance." )
len(path)<=2 ? path :
@ -124,34 +124,6 @@ function simplify_path(path, eps=EPSILON) =
) [for (i=indices) path[i]];
// Function: simplify_path_indexed()
// Description:
// Takes a list of points, and a list of indices into `points`,
// and removes from the list all indices of subsequent indexed points that are unecessarily collinear.
// Returns the list of the remained indices.
// Usage:
// simplify_path_indexed(points,indices, eps)
// Arguments:
// points = A list of points.
// indices = A list of indices into `points` that forms a path.
// eps = Largest angle variance allowed. Default: EPSILON (1-e9) degrees.
function simplify_path_indexed(points, indices, eps=EPSILON) =
len(indices)<=2? indices :
let(
indices = concat(
indices[0],
[
for (i=[1:1:len(indices)-2]) let(
i1 = indices[i-1],
i2 = indices[i],
i3 = indices[i+1]
) if (!is_collinear(points[i1], points[i2], points[i3], eps=eps))
indices[i]
],
indices[len(indices)-1]
)
) indices;
// Function: path_length()
// Usage:
@ -184,111 +156,6 @@ function path_segment_lengths(path, closed=false) =
];
// Function: path_pos_from_start()
// Usage:
// pos = path_pos_from_start(path,length,[closed]);
// Description:
// Finds the segment and relative position along that segment that is `length` distance from the
// front of the given `path`. Returned as [SEGNUM, U] where SEGNUM is the segment number, and U is
// the relative distance along that segment, a number from 0 to 1. If the path is shorter than the
// asked for length, this returns `undef`.
// Arguments:
// path = The path to find the position on.
// length = The length from the start of the path to find the segment and position of.
// Example(2D):
// path = circle(d=50,$fn=18);
// pos = path_pos_from_start(path,20,closed=false);
// stroke(path,width=1,endcaps=false);
// pt = lerp(path[pos[0]], path[(pos[0]+1)%len(path)], pos[1]);
// color("red") translate(pt) circle(d=2,$fn=12);
function path_pos_from_start(path,length,closed=false,_d=0,_i=0) =
let (lp = len(path))
_i >= lp - (closed?0:1)? undef :
let (l = norm(path[(_i+1)%lp]-path[_i]))
_d+l <= length? path_pos_from_start(path,length,closed,_d+l,_i+1) :
[_i, (length-_d)/l];
// Function: path_pos_from_end()
// Usage:
// pos = path_pos_from_end(path,length,[closed]);
// Description:
// Finds the segment and relative position along that segment that is `length` distance from the
// end of the given `path`. Returned as [SEGNUM, U] where SEGNUM is the segment number, and U is
// the relative distance along that segment, a number from 0 to 1. If the path is shorter than the
// asked for length, this returns `undef`.
// Arguments:
// path = The path to find the position on.
// length = The length from the end of the path to find the segment and position of.
// Example(2D):
// path = circle(d=50,$fn=18);
// pos = path_pos_from_end(path,20,closed=false);
// stroke(path,width=1,endcaps=false);
// pt = lerp(path[pos[0]], path[(pos[0]+1)%len(path)], pos[1]);
// color("red") translate(pt) circle(d=2,$fn=12);
function path_pos_from_end(path,length,closed=false,_d=0,_i=undef) =
let (
lp = len(path),
_i = _i!=undef? _i : lp - (closed?1:2)
)
_i < 0? undef :
let (l = norm(path[(_i+1)%lp]-path[_i]))
_d+l <= length? path_pos_from_end(path,length,closed,_d+l,_i-1) :
[_i, 1-(length-_d)/l];
// Function: path_trim_start()
// Usage:
// path_trim_start(path,trim);
// Description:
// Returns the `path`, with the start shortened by the length `trim`.
// Arguments:
// path = The path to trim.
// trim = The length to trim from the start.
// Example(2D):
// path = circle(d=50,$fn=18);
// path2 = path_trim_start(path,5);
// path3 = path_trim_start(path,20);
// color("blue") stroke(path3,width=5,endcaps=false);
// color("cyan") stroke(path2,width=3,endcaps=false);
// color("red") stroke(path,width=1,endcaps=false);
function path_trim_start(path,trim,_d=0,_i=0) =
_i >= len(path)-1? [] :
let (l = norm(path[_i+1]-path[_i]))
_d+l <= trim? path_trim_start(path,trim,_d+l,_i+1) :
let (v = unit(path[_i+1]-path[_i]))
concat(
[path[_i+1]-v*(l-(trim-_d))],
[for (i=[_i+1:1:len(path)-1]) path[i]]
);
// Function: path_trim_end()
// Usage:
// path_trim_end(path,trim);
// Description:
// Returns the `path`, with the end shortened by the length `trim`.
// Arguments:
// path = The path to trim.
// trim = The length to trim from the end.
// Example(2D):
// path = circle(d=50,$fn=18);
// path2 = path_trim_end(path,5);
// path3 = path_trim_end(path,20);
// color("blue") stroke(path3,width=5,endcaps=false);
// color("cyan") stroke(path2,width=3,endcaps=false);
// color("red") stroke(path,width=1,endcaps=false);
function path_trim_end(path,trim,_d=0,_i=undef) =
let (_i = _i!=undef? _i : len(path)-1)
_i <= 0? [] :
let (l = norm(path[_i]-path[_i-1]))
_d+l <= trim? path_trim_end(path,trim,_d+l,_i-1) :
let (v = unit(path[_i]-path[_i-1]))
concat(
[for (i=[0:1:_i-1]) path[i]],
[path[_i-1]+v*(l-(trim-_d))]
);
// Function: path_closest_point()
// Usage:
@ -700,7 +567,7 @@ function split_path_at_self_crossings(path, closed=true, eps=EPSILON) =
u1 = p[0][1],
s2 = p[1][0],
u2 = p[1][1],
section = path_subselect(path, s1, u1, s2, u2, closed=closed),
section = _path_select(path, s1, u1, s2, u2, closed=closed),
outpath = deduplicate(eps=eps, section)
)
outpath
@ -747,7 +614,7 @@ function decompose_path(path, closed=true, eps=EPSILON) =
path = cleanup_path(path, eps=eps),
tagged = _tag_self_crossing_subpaths(path, closed=closed, eps=eps),
kept = [for (sub = tagged) if(sub[0] == "O") sub[1]],
outregion = assemble_path_fragments(kept, eps=eps)
outregion = _assemble_path_fragments(kept, eps=eps)
) outregion;
@ -784,19 +651,19 @@ function _extreme_angle_fragment(seg, fragments, rightmost=true, eps=EPSILON) =
) [foundfrag, remainder];
// Function: assemble_a_path_from_fragments()
// Usage:
// assemble_a_path_from_fragments(subpaths);
// Description:
// Given a list of paths, assembles them together into one complete closed polygon path, and
// remainder fragments. Returns [PATH, FRAGMENTS] where FRAGMENTS is the list of remaining
// unused path fragments.
// Arguments:
// fragments = List of paths to be assembled into complete polygons.
// rightmost = If true, assemble paths using rightmost turns. Leftmost if false.
// startfrag = The fragment to start with. Default: 0
// eps = The epsilon error value to determine whether two points coincide. Default: `EPSILON` (1e-9)
function assemble_a_path_from_fragments(fragments, rightmost=true, startfrag=0, eps=EPSILON) =
/// Internal Function: _assemble_a_path_from_fragments()
/// Usage:
/// _assemble_a_path_from_fragments(subpaths);
/// Description:
/// Given a list of paths, assembles them together into one complete closed polygon path, and
/// remainder fragments. Returns [PATH, FRAGMENTS] where FRAGMENTS is the list of remaining
/// unused path fragments.
/// Arguments:
/// fragments = List of paths to be assembled into complete polygons.
/// rightmost = If true, assemble paths using rightmost turns. Leftmost if false.
/// startfrag = The fragment to start with. Default: 0
/// eps = The epsilon error value to determine whether two points coincide. Default: `EPSILON` (1e-9)
function _assemble_a_path_from_fragments(fragments, rightmost=true, startfrag=0, eps=EPSILON) =
len(fragments)==0? _finished :
let(
path = fragments[startfrag],
@ -834,34 +701,34 @@ function assemble_a_path_from_fragments(fragments, rightmost=true, startfrag=0,
newpath = concat(path, list_tail(foundfrag)),
newfrags = concat([newpath], remainder)
)
assemble_a_path_from_fragments(
_assemble_a_path_from_fragments(
fragments=newfrags,
rightmost=rightmost,
eps=eps
);
// Function: assemble_path_fragments()
// Usage:
// assemble_path_fragments(subpaths);
// Description:
// Given a list of paths, assembles them together into complete closed polygon paths if it can.
// Arguments:
// fragments = List of paths to be assembled into complete polygons.
// eps = The epsilon error value to determine whether two points coincide. Default: `EPSILON` (1e-9)
function assemble_path_fragments(fragments, eps=EPSILON, _finished=[]) =
/// Internal Function: _assemble_path_fragments()
/// Usage:
/// _assemble_path_fragments(subpaths);
/// Description:
/// Given a list of paths, assembles them together into complete closed polygon paths if it can.
/// Arguments:
/// fragments = List of paths to be assembled into complete polygons.
/// eps = The epsilon error value to determine whether two points coincide. Default: `EPSILON` (1e-9)
function _assemble_path_fragments(fragments, eps=EPSILON, _finished=[]) =
len(fragments)==0? _finished :
let(
minxidx = min_index([
for (frag=fragments) min(subindex(frag,0))
]),
result_l = assemble_a_path_from_fragments(
result_l = _assemble_a_path_from_fragments(
fragments=fragments,
startfrag=minxidx,
rightmost=false,
eps=eps
),
result_r = assemble_a_path_from_fragments(
result_r = _assemble_a_path_from_fragments(
fragments=fragments,
startfrag=minxidx,
rightmost=true,
@ -873,7 +740,7 @@ function assemble_path_fragments(fragments, eps=EPSILON, _finished=[]) =
newpath = cleanup_path(result[0]),
remainder = result[1],
finished = concat(_finished, [newpath])
) assemble_path_fragments(
) _assemble_path_fragments(
fragments=remainder,
eps=eps,
_finished=finished
@ -881,47 +748,47 @@ function assemble_path_fragments(fragments, eps=EPSILON, _finished=[]) =
// Function: path_cut_points()
//
// Usage:
// cuts = path_cut_points(path, dists, [closed=], [direction=]);
//
// Description:
// Cuts a path at a list of distances from the first point in the path. Returns a list of the cut
// points and indices of the next point in the path after that point. So for example, a return
// value entry of [[2,3], 5] means that the cut point was [2,3] and the next point on the path after
// this point is path[5]. If the path is too short then path_cut_points returns undef. If you set
// `direction` to true then `path_cut_points` will also return the tangent vector to the path and a normal
// vector to the path. It tries to find a normal vector that is coplanar to the path near the cut
// point. If this fails it will return a normal vector parallel to the xy plane. The output with
// direction vectors will be `[point, next_index, tangent, normal]`.
// .
// If you give the very last point of the path as a cut point then the returned index will be
// one larger than the last index (so it will not be a valid index). If you use the closed
// option then the returned index will be equal to the path length for cuts along the closing
// path segment, and if you give a point equal to the path length you will get an
// index of len(path)+1 for the index.
//
// Arguments:
// path = path to cut
// dists = distances where the path should be cut (a list) or a scalar single distance
// ---
// closed = set to true if the curve is closed. Default: false
// direction = set to true to return direction vectors. Default: false
//
// Example(NORENDER):
// square=[[0,0],[1,0],[1,1],[0,1]];
// path_cut_points(square, [.5,1.5,2.5]); // Returns [[[0.5, 0], 1], [[1, 0.5], 2], [[0.5, 1], 3]]
// path_cut_points(square, [0,1,2,3]); // Returns [[[0, 0], 1], [[1, 0], 2], [[1, 1], 3], [[0, 1], 4]]
// path_cut_points(square, [0,0.8,1.6,2.4,3.2], closed=true); // Returns [[[0, 0], 1], [[0.8, 0], 1], [[1, 0.6], 2], [[0.6, 1], 3], [[0, 0.8], 4]]
// path_cut_points(square, [0,0.8,1.6,2.4,3.2]); // Returns [[[0, 0], 1], [[0.8, 0], 1], [[1, 0.6], 2], [[0.6, 1], 3], undef]
function path_cut_points(path, dists, closed=false, direction=false) =
/// Internal Function: _path_cut_points()
///
/// Usage:
/// cuts = _path_cut_points(path, dists, [closed=], [direction=]);
///
/// Description:
/// Cuts a path at a list of distances from the first point in the path. Returns a list of the cut
/// points and indices of the next point in the path after that point. So for example, a return
/// value entry of [[2,3], 5] means that the cut point was [2,3] and the next point on the path after
/// this point is path[5]. If the path is too short then path_cut_points returns undef. If you set
/// `direction` to true then `path_cut_points` will also return the tangent vector to the path and a normal
/// vector to the path. It tries to find a normal vector that is coplanar to the path near the cut
/// point. If this fails it will return a normal vector parallel to the xy plane. The output with
/// direction vectors will be `[point, next_index, tangent, normal]`.
/// .
/// If you give the very last point of the path as a cut point then the returned index will be
/// one larger than the last index (so it will not be a valid index). If you use the closed
/// option then the returned index will be equal to the path length for cuts along the closing
/// path segment, and if you give a point equal to the path length you will get an
/// index of len(path)+1 for the index.
///
/// Arguments:
/// path = path to cut
/// dists = distances where the path should be cut (a list) or a scalar single distance
/// ---
/// closed = set to true if the curve is closed. Default: false
/// direction = set to true to return direction vectors. Default: false
///
/// Example(NORENDER):
/// square=[[0,0],[1,0],[1,1],[0,1]];
/// _path_cut_points(square, [.5,1.5,2.5]); // Returns [[[0.5, 0], 1], [[1, 0.5], 2], [[0.5, 1], 3]]
/// _path_cut_points(square, [0,1,2,3]); // Returns [[[0, 0], 1], [[1, 0], 2], [[1, 1], 3], [[0, 1], 4]]
/// _path_cut_points(square, [0,0.8,1.6,2.4,3.2], closed=true); // Returns [[[0, 0], 1], [[0.8, 0], 1], [[1, 0.6], 2], [[0.6, 1], 3], [[0, 0.8], 4]]
/// _path_cut_points(square, [0,0.8,1.6,2.4,3.2]); // Returns [[[0, 0], 1], [[0.8, 0], 1], [[1, 0.6], 2], [[0.6, 1], 3], undef]
function _path_cut_points(path, dists, closed=false, direction=false) =
let(long_enough = len(path) >= (closed ? 3 : 2))
assert(long_enough,len(path)<2 ? "Two points needed to define a path" : "Closed path must include three points")
is_num(dists) ? path_cut_points(path, [dists],closed, direction)[0] :
is_num(dists) ? _path_cut_points(path, [dists],closed, direction)[0] :
assert(is_vector(dists))
assert(list_increasing(dists), "Cut distances must be an increasing list")
let(cuts = _path_cut_points(path,dists,closed))
let(cuts = _path_cut_points_recurse(path,dists,closed))
!direction
? cuts
: let(
@ -931,7 +798,7 @@ function path_cut_points(path, dists, closed=false, direction=false) =
hstack(cuts, array_group(dir,1), array_group(normals,1));
// Main recursive path cut function
function _path_cut_points(path, dists, closed=false, pind=0, dtotal=0, dind=0, result=[]) =
function _path_cut_points_recurse(path, dists, closed=false, pind=0, dtotal=0, dind=0, result=[]) =
dind == len(dists) ? result :
let(
lastpt = len(result)==0? [] : last(result)[0], // location of last cut point
@ -940,7 +807,7 @@ function _path_cut_points(path, dists, closed=false, pind=0, dtotal=0, dind=0, r
? [lerp(lastpt,select(path,pind),(dists[dind]-dtotal)/dpartial),pind]
: _path_cut_single(path, dists[dind]-dtotal-dpartial, closed, pind)
)
_path_cut_points(path, dists, closed, nextpoint[1], dists[dind],dind+1, concat(result, [nextpoint]));
_path_cut_points_recurse(path, dists, closed, nextpoint[1], dists[dind],dind+1, concat(result, [nextpoint]));
// Search for a single cut point in the path
@ -1000,7 +867,7 @@ function _path_cuts_dir(path, cuts, closed=false, eps=1e-2) =
// Function: path_cut()
// Topics: Paths
// See Also: path_cut_points()
// See Also: _path_cut_points()
// Usage:
// path_list = path_cut(path, cutdist, [closed=]);
// Description:
@ -1008,8 +875,11 @@ function _path_cuts_dir(path, cuts, closed=false, eps=1e-2) =
// subpaths at those lengths, returning a list of paths.
// If the input path is closed then the final path will include the
// original starting point. The list of cut distances must be
// in ascending order. If you repeat a distance you will get an
// empty list in that position in the output.
// in ascending order and should not include the endpoints: 0
// or len(path). If you repeat a distance you will get an
// empty list in that position in the output. If you give an
// empty cutdist array you will get the input path as output
// (without the final vertex doubled in the case of a closed path).
// Arguments:
// path = The original path to split.
// cutdist = Distance or list of distances where path is cut
@ -1021,14 +891,16 @@ function _path_cuts_dir(path, cuts, closed=false, eps=1e-2) =
function path_cut(path,cutdist,closed) =
is_num(cutdist) ? path_cut(path,[cutdist],closed) :
assert(is_vector(cutdist))
assert(last(cutdist)<path_length(path,closed=closed),
approx(last(cutdist),path_length(path,closed=closed)) ?
"Last cut distance is the full path: don't include the final end as a cut" :
"Cut distances must be smaller than the path length")
assert(last(cutdist)<path_length(path,closed=closed),"Cut distances must be smaller than the path length")
assert(cutdist[0]>0, "Cut distances must be strictly positive")
let(
cutlist = path_cut_points(path,cutdist,closed=closed),
cutlist = _path_cut_points(path,cutdist,closed=closed)
)
_path_cut_getpaths(path, cutlist, closed);
function _path_cut_getpaths(path, cutlist, closed) =
let(
cuts = len(cutlist)
)
[
@ -1049,6 +921,24 @@ function path_cut(path,cutdist,closed) =
];
// internal function
// converts pathcut output form to a [segment, u]
// form list that works withi path_select
function _cut_to_seg_u_form(pathcut, path, closed) =
let(lastind = len(path) - (closed?0:1))
[for(entry=pathcut)
entry[1] > lastind ? [lastind,0] :
let(
a = path[entry[1]-1],
b = path[entry[1]],
c = entry[0],
i = max_index(v_abs(b-a)),
factor = (c[i]-a[i])/(b[i]-a[i])
)
[entry[1]-1,factor]
];
// Input `data` is a list that sums to an integer.
// Returns rounded version of input data so that every
@ -1212,7 +1102,7 @@ function resample_path(path, N, spacing, closed=false) =
// Add last point later
N = is_def(N) ? N-(closed?0:1) : round(length/spacing),
distlist = lerpn(0,length,N,false),
cuts = path_cut_points(path, distlist, closed=closed)
cuts = _path_cut_points(path, distlist, closed=closed)
)
[ each subindex(cuts,0),
if (!closed) last(path) // Then add last point here

4
regions.scad
View file

@ -248,7 +248,7 @@ function split_path_at_region_crossings(path, region, closed=true, eps=EPSILON)
subpaths = [
for (p = pair(crossings))
deduplicate(
path_subselect(path, p[0][0], p[0][1], p[1][0], p[1][1], closed=closed),
_path_select(path, p[0][0], p[0][1], p[1][0], p[1][1], closed=closed),
eps=eps
)
]
@ -861,7 +861,7 @@ function _tagged_region(region1,region2,keep1,keep2,eps=EPSILON) =
[for (tagpath = tagged1) if (in_list(tagpath[0], keep1)) tagpath[1]],
[for (tagpath = tagged2) if (in_list(tagpath[0], keep2)) tagpath[1]]
),
outregion = assemble_path_fragments(tagged, eps=eps)
outregion = _assemble_path_fragments(tagged, eps=eps)
) outregion;

6
shapes3d.scad
View file

@ -2004,10 +2004,7 @@ module atext(text, h=1, size=9, font="Courier", anchor="baseline", spin=0, orien
}
}
// This could be replaced with _cut_to_seg_u_form
function _cut_interp(pathcut, path, data) =
[for(entry=pathcut)
let(
@ -2021,6 +2018,7 @@ function _cut_interp(pathcut, path, data) =
];
// Module: path_text()
// Usage:
// path_text(path, text, [size], [thickness], [font], [lettersize], [offset], [reverse], [normal], [top], [textmetrics])

4
skin.scad
View file

@ -694,14 +694,14 @@ function skin(profiles, slices, refine=1, method="direct", sampling, caps, close
// Example: The "natural" method will introduce twists when the curvature changes direction. A warning is displayed.
// arc1 = path3d(arc(angle=90, r=30));
// arc2 = xrot(-90, cp=[0,30],p=path3d(arc(angle=[90,180], r=30)));
// two_arcs = simplify_path(concat(arc1,arc2));
// two_arcs = path_merge_collinear(concat(arc1,arc2));
// ushape = [[-10, 0],[-10, 10],[ -7, 10],[ -7, 2],[ 7, 2],[ 7, 7],[ 10, 7],[ 10, 0]];
// path_sweep(ushape, two_arcs, method="natural");
// Example: The only simple way to get a good result is the "incremental" method:
// arc1 = path3d(arc(angle=90, r=30));
// arc2 = xrot(-90, cp=[0,30],p=path3d(arc(angle=[90,180], r=30)));
// arc3 = apply( translate([-30,60,30])*yrot(90), path3d(arc(angle=[270,180], r=30)));
// three_arcs = simplify_path(concat(arc1,arc2,arc3));
// three_arcs = path_merge_collinear(concat(arc1,arc2,arc3));
// ushape = [[-10, 0],[-10, 10],[ -7, 10],[ -7, 2],[ 7, 2],[ 7, 7],[ 10, 7],[ 10, 0]];
// path_sweep(ushape, three_arcs, method="incremental");
// Example: knot example from list-comprehension-demos, "incremental" method

12
tests/test_paths.scad
View file

@ -36,16 +36,10 @@ module test_cleanup_path() {
test_cleanup_path();
module test_simplify_path() {
module test_path_merge_collinear() {
path = [[-20,-20], [-10,-20], [0,-10], [10,0], [20,10], [20,20], [15,30]];
assert(simplify_path(path) == [[-20,-20], [-10,-20], [20,10], [20,20], [15,30]]);
assert(path_merge_collinear(path) == [[-20,-20], [-10,-20], [20,10], [20,20], [15,30]]);
}
test_simplify_path();
test_path_merge_collinear();
module test_simplify_path_indexed() {
pts = [[10,0], [0,-10], [20,20], [20,10], [-20,-20], [15,30], [-10,-20]];
path = [4,6,1,0,3,2,5];
assert(simplify_path_indexed(pts, path) == [4,6,3,2,5]);
}
test_simplify_path_indexed();

2
wiring.scad
View file

@ -88,7 +88,7 @@ module wiring(path, wires, wirediam=2, rounding=10, wirenum=0, bezsteps=12) {
];
offsets = hex_offsets(wires, wirediam);
bezpath = fillet_path(path, rounding);
poly = simplify_path(path3d(bezier_path(bezpath, bezsteps)));
poly = path_merge_collinear(path3d(bezier_path(bezpath, bezsteps)));
n = max(segs(wirediam), 8);
r = wirediam/2;
for (i = [0:1:wires-1]) {