changed debug_vertices to support non-overlapping display of repeated

vertices,  changed debug_polyhedron to debug_vnf, added search_radius
This commit is contained in:
Adrian Mariano 2021-05-14 06:23:33 -04:00
parent c4ace59ccd
commit 95a27e9ab5
2 changed files with 49 additions and 20 deletions

View file

@ -149,12 +149,14 @@ module debug_vertices(vertices, size=1, disabled=false) {
if (!disabled) {
echo(vertices=vertices);
color("blue") {
for (i = [0:1:len(vertices)-1]) {
v = vertices[i];
dups = search_radius(vertices, vertices, 1e-9);
for (ind = dups){
numstr = str_join([for(i=ind) str(i)],",");
v = vertices[ind[0]];
translate(v) {
up(size/8) zrot($vpr[2]) xrot(90) {
linear_extrude(height=size/10, center=true, convexity=10) {
text(text=str(i), size=size, halign="center");
text(text=numstr, size=size, halign="center");
}
}
sphere(size/10);
@ -239,19 +241,18 @@ module debug_faces(vertices, faces, size=1, disabled=false) {
// Module: debug_polyhedron()
// Module: debug_vnf()
// Usage:
// debug_polyhedron(points, faces, <convexity=>, <txtsize=>, <disabled=>);
// debug_vnf(vnfs, <convexity=>, <txtsize=>, <disabled=>);
// Description:
// A drop-in module to replace `polyhedron()` and help debug vertices and faces.
// A drop-in module to replace `vnf_polyhedron()` and help debug vertices and faces.
// Draws all the vertices at their 3D position, numbered in blue by their
// position in the vertex array. Each face will have their face number drawn
// position in the vertex array. Each face will have its face number drawn
// in red, aligned with the center of face. All given faces are drawn with
// transparency. All children of this module are drawn with transparency.
// Works best with Thrown-Together preview mode, to see reversed faces.
// Arguments:
// points = Array of point vertices.
// faces = Array of faces by vertex numbers.
// vnf = vnf to display
// ---
// convexity = The max number of walls a ray can pass through the given polygon paths.
// txtsize = The size of the text used to label the faces and vertices.
@ -259,15 +260,14 @@ module debug_faces(vertices, faces, size=1, disabled=false) {
// Example(EdgesMed):
// verts = [for (z=[-10,10], a=[0:120:359.9]) [10*cos(a),10*sin(a),z]];
// faces = [[0,1,2], [5,4,3], [0,3,4], [0,4,1], [1,4,5], [1,5,2], [2,5,3], [2,3,0]];
// debug_polyhedron(points=verts, faces=faces, txtsize=1);
module debug_polyhedron(points, faces, convexity=6, txtsize=1, disabled=false) {
debug_faces(vertices=points, faces=faces, size=txtsize, disabled=disabled) {
polyhedron(points=points, faces=faces, convexity=convexity);
// debug_polyhedron([verts,faces], txtsize=1);
module debug_vnf(vnf, convexity=6, txtsize=1, disabled=false) {
debug_faces(vertices=vnf[0], faces=vnf[1], size=txtsize, disabled=disabled) {
vnf_polyhedron(vnf, convexity=convexity);
}
}
// Function: standard_anchors()
// Usage:
// anchs = standard_anchors(<two_d>);

View file

@ -260,7 +260,7 @@ function vector_axis(v1,v2=undef,v3=undef) =
// leafsize = maximum number of points to store in the tree's leaf nodes. Default: 25
function vp_tree(points, leafsize=25) =
assert(is_matrix(points),"points must be a consistent list of data points")
_vp_tree(points, count(len(points)), leafsize);
[points,_vp_tree(points, count(len(points)), leafsize)];
function _vp_tree(ptlist, ind, leafsize) =
len(ind)<=leafsize ? [ind] :
@ -304,11 +304,12 @@ function _vp_search(points, tree, p, r) =
];
function vp_search(points, tree, p, r) =
assert(is_list(tree) && (len(tree)==4 || (len(tree)==1 && is_list(tree[0]))), "Vantage point tree not valid")
assert(is_matrix(points), "Parameter points is not a consistent point list")
assert(is_vector(p,len(points[0])), "Query must be a vector whose length matches the point list")
assert(all_positive(r),"Radius r must be a positive number")
_vp_search(points, tree, p, r);
// assert(is_list(tree[1]) && (len(tree[1])==4 || (len(tree[1])==1 && is_list(tree[0]))), "Vantage point tree not valid")
// assert(is_matrix(points), "Parameter points is not a consistent point list")
// assert(is_vector(p,len(points[0])), "Query must be a vector whose length matches the point list")
// assert(all_positive(r),"Radius r must be a positive number")
// _vp_search(points, tree, p, r);
_vp_search(tree[0], tree[1], p, r);
// Function: vp_nearest()
@ -355,4 +356,32 @@ function vp_nearest(points, tree, p, k) =
subindex(_vp_nearest(points, tree, p, k),0);
// Function: search_radius()
// Usage:
// index_list = search_radius(points, queries, r, <leafsize>);
// Description:
// Given a list of points and a compatible list of queries, for each query
// search the points list for all points whose distance from the query
// is less than or equal to r. The return value index_list[i] lists the indices
// in points of all matches to query q[i]. This list can be in arbitrary order.
// .
// This function is advantageous to use especially when both `points` and `queries`
// are large sets. The method contructs a vantage point tree and then uses it
// to check all the queries. If you use queries=points and set r to epsilon then
// you can find all of the approximate duplicates in a large list of vectors.
// Example: Finding duplicates in a list of vectors. With exact equality the order of the output is consistent, but with small variations [2,4] could occur in one position and [4,2] in the other one.
// v = array_group(rands(0,10,5*3,seed=9),3);
// points = [v[0],v[1],v[2],v[3],v[2],v[3],v[3],v[4]];
// echo(search_radius(points,points,1e-9)); // Prints [[0],[1],[2,4],[3,5,6],[2,4],[3,5,6],[3,5,6],[7]]
//
function search_radius(points, queries, r, leafsize=25) =
assert(is_matrix(points),"Invalid points list")
assert(is_matrix(queries),"Invalid query list")
assert(len(points[0])==len(queries[0]), "Query vectors don't match length of points")
let(
vptree = vp_tree(points, leafsize)
)
[for(q=queries) vp_search(points, vptree, q, r)];
// vim: expandtab tabstop=4 shiftwidth=4 softtabstop=4 nowrap