1 | #ifndef _TRIANGLES_H_
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2 | #define _TRIANGLES_H_
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3 |
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4 | #include "./include.h"
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5 | #include "./BamgOpts.h"
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6 | #include "./BamgMesh.h"
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7 | #include "./BamgGeom.h"
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8 | #include "./Triangle.h"
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9 | #include "./VertexOnGeom.h"
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10 | #include "./VertexOnVertex.h"
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11 | #include "./VertexOnEdge.h"
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12 | #include "./ListofIntersectionTriangles.h"
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13 |
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14 |
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15 | namespace bamg {
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16 |
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17 | //classes
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18 | class Geometry;
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19 | class CrackedEdge;
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20 | class QuadTree;
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21 | class SubDomain;
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22 |
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23 | class Mesh {
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24 |
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25 | public:
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26 |
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27 | Geometry & Gh; // Geometry
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28 | Mesh & BTh; // Background Mesh Bth== *this =>no background
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29 | long NbRef; // counter of ref on the this class if 0 we can delete
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30 | long maxnbv,nbtx; // nombre max de sommets , de triangles
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31 | long nt,nbv,nbt,nbe; // nb of legal triangles, nb of vertex, of triangles, of edges with reference,
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32 | long NbOfQuad; // nb of quadrangle
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33 | long NbSubDomains;
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34 | long NbOutT; // Nb of oudeside triangle
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35 | long NbOfTriangleSearchFind;
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36 | long NbOfSwapTriangle;
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37 | BamgVertex *vertices;
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38 | long NbVerticesOnGeomVertex;
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39 | VertexOnGeom *VerticesOnGeomVertex;
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40 | long NbVerticesOnGeomEdge;
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41 | VertexOnGeom *VerticesOnGeomEdge;
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42 | long NbVertexOnBThVertex;
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43 | VertexOnVertex *VertexOnBThVertex;
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44 | long NbVertexOnBThEdge;
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45 | VertexOnEdge *VertexOnBThEdge;
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46 | long NbCrackedVertices;
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47 | long *CrackedVertices;
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48 | long NbCrackedEdges;
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49 | CrackedEdge *CrackedEdges;
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50 | R2 pmin,pmax; // extrema
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51 | double coefIcoor; // coef to integer Icoor1;
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52 | Triangle *triangles;
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53 | Edge *edges;
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54 | QuadTree *quadtree;
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55 | BamgVertex **ordre;
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56 | SubDomain *subdomains;
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57 | ListofIntersectionTriangles lIntTria;
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58 |
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59 | //Constructors/Destructors
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60 | Mesh(BamgGeom* bamggeom,BamgMesh* bamgmesh,BamgOpts* bamgopts);
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61 | Mesh(double* index,double* x,double* y,int nods,int nels);
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62 | Mesh(Mesh &,Geometry * pGh=0,Mesh* pBTh=0,long maxnbv_in=0 ); //copy operator
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63 | Mesh(const Mesh &,const int *flag,const int *bb,BamgOpts* bamgopts); // truncature
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64 | Mesh(long maxnbv,Mesh & BT,BamgOpts* bamgopts,int keepBackVertices=1) :Gh(BT.Gh),BTh(BT) {
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65 | try {TriangulateFromGeom1(maxnbv,bamgopts,keepBackVertices);}
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66 | catch(...) { this->~Mesh(); throw; }
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67 | }
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68 | Mesh(long maxnbv,Geometry & G,BamgOpts* bamgopts) :Gh(G),BTh(*this){
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69 | try { TriangulateFromGeom0(maxnbv,bamgopts);}
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70 | catch(...) { this->~Mesh(); throw; }
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71 | }
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72 | ~Mesh();
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73 |
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74 | //Operators
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75 | const BamgVertex & operator[] (long i) const { return vertices[i];};
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76 | BamgVertex & operator[](long i) { return vertices[i];};
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77 | const Triangle & operator() (long i) const { return triangles[i];};
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78 | Triangle & operator()(long i) { return triangles[i];};
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79 |
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80 | //Methods
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81 | void SetIntCoor(const char * from =0);
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82 | double MinimalHmin() {return 2.0/coefIcoor;}
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83 | double MaximalHmax() {return Max(pmax.x-pmin.x,pmax.y-pmin.y);}
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84 | I2 toI2(const R2 & P) const {
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85 | return I2( (Icoor1) (coefIcoor*(P.x-pmin.x))
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86 | ,(Icoor1) (coefIcoor*(P.y-pmin.y)) );}
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87 | R2 toR2(const I2 & P) const {
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88 | return R2( (double) P.x/coefIcoor+pmin.x, (double) P.y/coefIcoor+pmin.y);
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89 | }
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90 | void AddVertex(BamgVertex & s,Triangle * t,Icoor2 * =0) ;
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91 | void Insert();
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92 | void ForceBoundary();
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93 | void FindSubDomain(int OutSide=0);
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94 | long TriangleReferenceList(long*) const;
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95 | void TriangleIntNumbering(long* renumbering);
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96 | void ShowHistogram() const;
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97 | void CrackMesh(BamgOpts* bamgopts);
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98 | void ShowRegulaty() const;
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99 | void SmoothMetric(double raisonmax) ;
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100 | void BoundAnisotropy(double anisomax,double hminaniso= 1e-100) ;
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101 | void MaxSubDivision(double maxsubdiv);
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102 | Edge** MakeGeometricalEdgeToEdge();
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103 | long SplitInternalEdgeWithBorderVertices();
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104 | void MakeQuadrangles(double costheta);
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105 | int SplitElement(int choice);
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106 | void MakeQuadTree();
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107 | void NewPoints(Mesh &,BamgOpts* bamgopts,int KeepVertices=1);
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108 | long InsertNewPoints(long nbvold,long & NbTSwap) ;
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109 | void ReNumberingTheTriangleBySubDomain(bool justcompress=false);
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110 | void ReNumberingVertex(long * renu);
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111 | void SmoothingVertex(int =3,double=0.3);
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112 | Metric MetricAt (const R2 &) const;
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113 | GeometricalEdge* ProjectOnCurve( Edge & AB, BamgVertex & A, BamgVertex & B,double theta, BamgVertex & R,VertexOnEdge & BR,VertexOnGeom & GR);
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114 | long Number(const Triangle & t) const { return &t - triangles;}
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115 | long Number(const Triangle * t) const { return t - triangles;}
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116 | long Number(const BamgVertex & t) const { return &t - vertices;}
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117 | long Number(const BamgVertex * t) const { return t - vertices;}
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118 | long Number(const Edge & t) const { return &t - edges;}
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119 | long Number(const Edge * t) const { return t - edges;}
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120 | long Number2(const Triangle * t) const { return t - triangles; }
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121 | BamgVertex* NearestVertex(Icoor1 i,Icoor1 j) ;
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122 | Triangle* FindTriangleContaining(const I2 & ,Icoor2 [3],Triangle *tstart=0) const;
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123 | void ReadMesh(double* index,double* x,double* y,int nods,int nels);
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124 | void ReadMesh(BamgMesh* bamgmesh, BamgOpts* bamgopts);
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125 | void WriteMesh(BamgMesh* bamgmesh,BamgOpts* bamgopts);
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126 | void ReadMetric(const BamgOpts* bamgopts);
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127 | void WriteMetric(BamgOpts* bamgopts);
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128 | void AddMetric(BamgOpts* bamgopts);
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129 | void BuildMetric0(BamgOpts* bamgopts);
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130 | void BuildMetric1(BamgOpts* bamgopts);
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131 | void AddGeometryMetric(BamgOpts* bamgopts);
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132 | int isCracked() const {return NbCrackedVertices != 0;}
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133 | void BuildGeometryFromMesh(BamgOpts* bamgopts=NULL);
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134 | void ReconstructExistingMesh();
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135 |
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136 | //Inline methods
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137 | inline void ReMakeTriangleContainingTheVertex(){
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138 | for (int i=0;i<nbv;i++) vertices[i].vint=0, vertices[i].t=NULL;
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139 | for (int i=0;i<nbt;i++) triangles[i].SetTriangleContainingTheVertex();
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140 | }
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141 | inline void UnMarkUnSwapTriangle(){
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142 | for (int i=0;i<nbt;i++)
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143 | for(int j=0;j<3;j++)
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144 | triangles[i].SetUnMarkUnSwap(j);
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145 | }
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146 | inline void SetVertexFieldOn(){
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147 | for (int i=0;i<nbv;i++) vertices[i].onGeometry=NULL;
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148 | for (int j=0;j<NbVerticesOnGeomVertex;j++) VerticesOnGeomVertex[j].SetOn();
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149 | for (int k=0;k<NbVerticesOnGeomEdge;k++ ) VerticesOnGeomEdge[k].SetOn();
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150 | }
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151 | inline void SetVertexFieldOnBTh(){
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152 | for (int i=0;i<nbv;i++) vertices[i].onGeometry=NULL;
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153 | for (int j=0;j<NbVertexOnBThVertex;j++) VertexOnBThVertex[j].SetOnBTh();
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154 | for (int k=0;k<NbVertexOnBThEdge;k++ ) VertexOnBThEdge[k].SetOnBTh();
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155 | }
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156 |
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157 | private:
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158 | void TriangulateFromGeom1(long maxnbv,BamgOpts* bamgopts,int KeepVertices=1);// the real constructor mesh adaption
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159 | void TriangulateFromGeom0(long maxnbv,BamgOpts* bamgopts);// the real constructor mesh generator
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160 | void Init(long);
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161 |
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162 | };
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163 |
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164 | /*Intermediary*/
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165 | TriangleAdjacent CloseBoundaryEdge(I2 ,Triangle *, double &,double &) ;
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166 | TriangleAdjacent CloseBoundaryEdgeV2(I2 A,Triangle *t, double &a,double &b);
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167 | void swap(Triangle *t1,short a1,
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168 | Triangle *t2,short a2,
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169 | BamgVertex *s1,BamgVertex *s2,Icoor2 det1,Icoor2 det2);
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170 | int SwapForForcingEdge(BamgVertex * & pva ,BamgVertex * & pvb ,
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171 | TriangleAdjacent & tt1,Icoor2 & dets1,
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172 | Icoor2 & detsa,Icoor2 & detsb, int & nbswap);
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173 | int ForceEdge(BamgVertex &a, BamgVertex & b,TriangleAdjacent & taret) ;
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174 | inline TriangleAdjacent Previous(const TriangleAdjacent & ta){
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175 | return TriangleAdjacent(ta.t,PreviousEdge[ta.a]);
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176 | }
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177 | inline TriangleAdjacent Next(const TriangleAdjacent & ta){
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178 | return TriangleAdjacent(ta.t,NextEdge[ta.a]);
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179 | }
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180 | inline TriangleAdjacent Adj(const TriangleAdjacent & a){
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181 | return a.Adj();
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182 | }
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183 | inline void Adj(GeometricalEdge * & on,int &i){
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184 | int j=i;i=on->DirAdj[i];on=on->Adj[j];
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185 | }
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186 | inline double qualite(const BamgVertex &va,const BamgVertex &vb,const BamgVertex &vc){
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187 | double ret;
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188 | I2 ia=va,ib=vb,ic=vc;
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189 | I2 ab=ib-ia,bc=ic-ib,ac=ic-ia;
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190 | Icoor2 deta=Det(ab,ac);
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191 | if (deta <=0) ret = -1;
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192 | else {
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193 | double a = sqrt((double) (ac,ac)),
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194 | b = sqrt((double) (bc,bc)),
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195 | c = sqrt((double) (ab,ab)),
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196 | p = a+b+c;
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197 | double h= Max(Max(a,b),c),ro=deta/p;
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198 | ret = ro/h;
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199 | }
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200 | return ret;
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201 | }
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202 |
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203 | }
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204 | #endif
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