Add bezier endpoint, tweak _bezcorners to properly produce that

endpoint.  doc tweak for polyhedra.
This commit is contained in:
Adrian Mariano
2021-01-05 23:29:10 -05:00
parent 3712de6c58
commit d097be435b
3 changed files with 13 additions and 9 deletions

View File

@@ -238,19 +238,20 @@ function bezier_curvature(curve, u) =
];
// Function: bezier_curve()
// Usage:
// bezier_curve(curve, n);
// bezier_curve(curve, n, [endpoint]);
// Description:
// Takes a list of bezier curve control points, and a count of path points to generate. The points
// returned will be along the curve, starting at the first control point, then about every `1/n`th
// of the way along the curve, ending about `1/n`th of the way *before* the final control point.
// The distance between the points will *not* be equidistant. The degree of the curve, N, is one
// Takes a list of bezier curve control points and generates n points along the bezier path.
// Points start at the first control point and are sampled every `1/n`th
// of the way along the bezier parameter, ending *before* the final control point by default.
// The distance between the points will *not* be equidistant. If you wish to add the
// endpoint you can set `endpoint` to true. The degree of the bezier curve is one
// less than the number of points in `curve`.
// Arguments:
// curve = The list of endpoints and control points for this bezier segment.
// n = The number of points to generate along the bezier curve.
// endpoint = if true then add the endpoint (an extra point, giving n+1 points output). Default: False
// Example(2D): Quadratic (Degree 2) Bezier.
// bez = [[0,0], [30,30], [80,0]];
// move_copies(bezier_curve(bez, 8)) sphere(r=1.5, $fn=12);
@@ -263,8 +264,9 @@ function bezier_curvature(curve, u) =
// bez = [[0,0], [5,15], [40,20], [60,-15], [80,0]];
// move_copies(bezier_curve(bez, 8)) sphere(r=1.5, $fn=12);
// trace_bezier(bez, N=len(bez)-1);
function bezier_curve(curve,n) = bezier_points(curve, [0:1/n:(n-0.5)/n]);
function bezier_curve(curve,n,endpoint) = [each bezier_points(curve, [0:1/n:(n-0.5)/n]),
if (endpoint) curve[len(curve)-1]
];
// Function: bezier_segment_closest_point()
// Usage: