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https://github.com/JustinSDK/dotSCAD.git
synced 2025-08-16 11:44:50 +02:00
add epsilon
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@@ -1,4 +1,4 @@
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function __line_intersection(line_pts1, line_pts2) =
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function __line_intersection(line_pts1, line_pts2, epsilon = 0.0001) =
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let(
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a1 = line_pts1[0],
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a2 = line_pts1[1],
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@@ -8,5 +8,5 @@ function __line_intersection(line_pts1, line_pts2) =
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b = b2 - b1,
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s = b1 - a1
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)
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cross(a, b) == 0 ? [] : // they are parallel or conincident edges
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abs(cross(a, b)) == epsilon ? [] : // they are parallel or conincident edges
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a1 + a * cross(s, b) / cross(a, b);
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@@ -42,12 +42,12 @@ function _bijection__bijection_offset_edges(edges, d) =
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_bijection_offset_edge(edge, dx, dy)
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];
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function bijection_offset(pts, d) =
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function bijection_offset(pts, d, epsilon = 0.0001) =
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let(
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es = __lines_from(pts, true),
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offset_es = _bijection__bijection_offset_edges(es, d),
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leng = len(offset_es),
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last_p = __line_intersection(offset_es[leng - 1], offset_es[0])
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last_p = __line_intersection(offset_es[leng - 1], offset_es[0], epsilon)
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)
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concat(
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[
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@@ -55,7 +55,7 @@ function bijection_offset(pts, d) =
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let(
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this_edge = offset_es[i],
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next_edge = offset_es[i + 1],
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p = __line_intersection(this_edge, next_edge)
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p = __line_intersection(this_edge, next_edge, epsilon)
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)
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// p == p to avoid [nan, nan], because [nan, nan] != [nan, nan]
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if(p != [] && p == p) p
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@@ -4,7 +4,7 @@ include <__private__/__lines_from.scad>;
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function _trim_shape_any_intersection_sub(lines, line, lines_leng, i, epsilon) =
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let(
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p = __line_intersection(lines[i], line)
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p = __line_intersection(lines[i], line, epsilon)
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)
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(p != [] && __in_line(line, p, epsilon) && __in_line(lines[i], p, epsilon)) ? [i, p] : _trim_shape_any_intersection(lines, line, lines_leng, i + 1, epsilon);
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