Geogram Version 1.9.6-rc
A programming library of geometric algorithms
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PGP.h
1/*
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39
40
41#ifndef H_HEXDOM_ALGO_PGP_OPT_H
42#define H_HEXDOM_ALGO_PGP_OPT_H
43
45#include <exploragram/hexdom/basic.h>
46#include <geogram/mesh/mesh.h>
47
48
49namespace GEO {
50
52 public:
53
54 // what we need to create the parametric space U
55 PGPopt(Mesh* p_m);
56
57 void optimize_corr(double max_corr_prop = .35);
58 void optimize_PGP();
59
60
61 vec3 wish_angle_edge_geom(index_t e, bool inv);
62 vec3 wish_angle_corr(index_t e, bool inv);
63 vec3 wish_angle(index_t e, bool inv);
64 bool is_PGP_singular(index_t c, index_t lf);
65
66 bool face_is_resp(index_t c, index_t lf);
67
68
69 bool tet_is_PGP_singular_fct(index_t t);
70
71
73 //index_t get_the_only_non_zero_lc(index_t c, index_t cf, Attribute<index_t>& CCedgeid);
74 //index_t number_edges_on_cut_graph(Attribute<index_t>& CCedgeid);
75 index_t get_non_nulledge(index_t c, index_t cf, Attribute<bool>& nulledge);
76 void mark_null_edges(Attribute<bool>& nulledge);
77
78 //bool constraint_boundary is set to false only to compute the correction one form
79 void cubcover(bool compute_only_corr =false);
80 void grow_ball(Attribute<bool>& tet_in_ball);
81 void grow_triangle_ball(vector<bool>& tetface_in_ball);
82
83
84
85 index_t edge_from_vertices(index_t v0, index_t v1, bool &inv) {
86 inv = v0 > v1;
87 if (inv) std::swap(v0, v1);
88
89 index_t start = v2e[v0];
90 index_t end = v0 < m->vertices.nb() - 1 ? v2e[v0 + 1] : m->edges.nb();
91 for (index_t e = start; e < end; e++) {
92 if (m->edges.vertex(e, 1) == v1) return e;
93 }
95
96 }
97
98 void move_U_to_corner();
99
100/*
101 void snap_U_to_round(double eps = 0.05) {
102 return;
103 FOR(v, m->vertices.nb()) FOR(d, 3) {
104 if (std::abs(U[v][d] - round(U[v][d])) < eps) {
105 U[v][d] = round(U[v][d]);
106 }
107 }
108 }
109*/
110
111
112
113 Mesh* m;
116
117 // A PGP solution is not only a mesh + attrib: it also requires these datas
118
119 Attribute<vec3> corr;
120 //Attribute<vec3i> tij;
121 Attribute<vec3> tij;
122
123 vector<index_t> v2e;
124 vector<vector<index_t> > v2eopp;
125 };
126
127}
128#endif
#define geo_assert_not_reached
Sets a non reachable point in the program.
Definition assert.h:177
Manages an attribute attached to a set of object.
Represents a mesh.
Definition mesh.h:3050
Vector with aligned memory allocation.
Definition memory.h:660
#define EXPLORAGRAM_API
Linkage declaration for exploragram symbols.
Definition defs.h:18
Included by all headers in exploragram.
The class that represents a mesh.
Global Vorpaline namespace.
Definition basic.h:55
geo_index_t index_t
The type for storing and manipulating indices.
Definition numeric.h:329