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// $Id: Generator.cpp,v 1.16 2001-05-23 07:29:42 geuzaine Exp $
#include "Gmsh.h"
#include "Const.h"
#include "Mesh.h"
#include "Create.h"
#include "Context.h"
extern Mesh *THEM;
extern Context_T CTX;
extern int CurrentNodeNumber, CurrentSimplexNumber;
static List_T *Curves;
void GetStatistics (double s[50]){
int i;
THEM->Statistics[0] = Tree_Nbr (THEM->Points);
THEM->Statistics[1] = Tree_Nbr (THEM->Curves);
THEM->Statistics[2] = Tree_Nbr (THEM->Surfaces);
THEM->Statistics[3] = Tree_Nbr (THEM->Volumes);
for (i = 0; i < 50; i++) s[i] = THEM->Statistics[i];
}
void ApplyLcFactor_Point(void *a, void *b){
Vertex *v = *(Vertex**)a;
Msg(GERROR, "Wrong characteristic length (%g <= 0) for Point %d, defaulting to 1.0",
v->lc *= CTX.mesh.lc_factor;
}
void ApplyLcFactor_Attractor(void *a, void *b){
Attractor *v = *(Attractor**)a;
v->lc1 *= CTX.mesh.lc_factor;
v->lc2 *= CTX.mesh.lc_factor;
}
void ApplyLcFactor(Mesh *M){
Tree_Action(M->Points, ApplyLcFactor_Point);
List_Action(M->Metric->Attractors, ApplyLcFactor_Attractor);
}
void Maillage_Dimension_0 (Mesh * M){
for (int i = 0; i < 50; i++)
M->Statistics[i] = 0.0;
for (int i = 0; i < NB_HISTOGRAM; i++)
M->Histogram[0][i] = M->Histogram[1][i] = M->Histogram[2][i] = 0;
// This is the default type of BGM (lc associated with
// points of the geometry). It can be changed to
// - ONFILE by loading a view containing a bgmesh
// - CONSTANT
// - FUNCTION
Create_BgMesh (WITHPOINTS, .2, M);
}
void Maillage_Dimension_1 (Mesh * M){
double t1, t2;
t1 = Cpu();
Tree_Action (M->Curves, Maillage_Curve);
t2 = Cpu();
M->Statistics[12] = t2 - t1;
}
void Maillage_Dimension_2 (Mesh * M){
int i;
Curve *c, *neew, C;
t1 = Cpu();
/* maillage 1-D inverses */
Curves = Tree2List (M->Curves);
for (i = 0; i < List_Nbr (Curves); i++){
List_Read (Curves, i, &c);
if (c->Num > 0){
neew = &C;
neew->Num = -c->Num;
Tree_Query (M->Curves, &neew);
neew->Vertices = List_Create (List_Nbr (c->Vertices), 1, sizeof (Vertex *));
List_Invert (c->Vertices, neew->Vertices);
}
}
List_Delete (Curves);
Msg(DEBUG, "Shortest curve has length %g", shortest);
Tree_Action (M->Surfaces, Maillage_Surface);
t2 = Cpu();
M->Statistics[13] = t2 - t1;
}
void Maillage_Dimension_3 (Mesh * M){
Volume *v;
double t1, t2;
Volume *vol;
t1 = Cpu();
v = Create_Volume (99999, 99999, 99999);
List_T *list = Tree2List (M->Volumes);
for (int i = 0; i < List_Nbr (list); i++){
List_Read (list, i, &vol);
if ((!vol->Extrude || !vol->Extrude->mesh.ExtrudeMesh) &&
for (int j = 0; j < List_Nbr (vol->Surfaces); j++){
List_Replace (v->Surfaces, List_Pointer (vol->Surfaces, j), compareSurface);
}
}
}
List_Delete (list);
Tree_Insert (M->Volumes, &v);
Tree_Action (M->Volumes, Maillage_Volume);
t2 = Cpu();
M->Statistics[14] = t2 - t1;
}
void Init_Mesh (Mesh * M, int all){
THEM = M;
if (M->Vertices){
Tree_Delete (M->Vertices);
}
if (M->VertexEdges){
Tree_Action (M->VertexEdges, Free_Vertex);
Tree_Delete (M->VertexEdges);
}
if (M->Simplexes){
Tree_Action (M->Simplexes, Free_Simplex);
Tree_Delete (M->Simplexes);
}
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if (M->Points){
//Tree_Action (M->Points, Free_Vertex);
Tree_Delete (M->Points);
}
if (M->Curves){
//Tree_Action (M->Vertices, Free_Curve);
Tree_Delete (M->Curves);
}
if (M->SurfaceLoops){
//Tree_Action (M->Vertices, Free_SurfaceLoop);
Tree_Delete (M->SurfaceLoops);
}
if (M->EdgeLoops){
//Tree_Action (M->Vertices, Free_EdgeLoop);
Tree_Delete (M->EdgeLoops);
}
if (M->Surfaces){
//Tree_Action (M->Vertices, Free_Surface);
Tree_Delete (M->Surfaces);
}
if (M->Volumes){
//Tree_Action (M->Vertices, Free_Volume);
Tree_Delete (M->Volumes);
}
if (M->PhysicalGroups){
//Tree_Action (M->Vertices, Free_PhysicalGroup);
List_Delete (M->PhysicalGroups);
}
if (M->Metric){
Free (M->Metric);
}
M->Vertices = Tree_Create (sizeof (Vertex *), compareVertex);
M->VertexEdges = Tree_Create (sizeof (Vertex *), compareVertex);
M->Simplexes = Tree_Create (sizeof (Simplex *), compareSimplex);
M->Points = Tree_Create (sizeof (Vertex *), compareVertex);
M->Curves = Tree_Create (sizeof (Curve *), compareCurve);
M->SurfaceLoops = Tree_Create (sizeof (SurfaceLoop *), compareSurfaceLoop);
M->EdgeLoops = Tree_Create (sizeof (EdgeLoop *), compareEdgeLoop);
M->Surfaces = Tree_Create (sizeof (Surface *), compareSurface);
M->Volumes = Tree_Create (sizeof (Volume *), compareVolume);
M->PhysicalGroups = List_Create (5, 5, sizeof (PhysicalGroup *));
M->Metric = new GMSHMetric;
M->BGM.bgm = NULL;
CurrentNodeNumber = 1;
CurrentSimplexNumber = 0;
M->status = 0;
}
void mai3d (Mesh * M, int Asked){
double t1, t2;
int oldstatus;
if(CTX.threads_lock){
Msg(INFO, "I'm busy! Ask me that later...");
return;
}
M->MeshParams.DelaunayAlgorithm = CTX.mesh.algo ;
M->MeshParams.NbSmoothing = CTX.mesh.nb_smoothing ;
M->MeshParams.InteractiveDelaunay = CTX.mesh.interactive ;
oldstatus = M->status;
/* initialisations - Maillage 0-D */
if ((Asked > oldstatus && Asked >= 0 && oldstatus < 0) ||
(Asked < oldstatus)){
M->status = 0;
}
/* Maillage 1-D */
if ((Asked > oldstatus && Asked > 0 && oldstatus < 1) ||
(Asked < oldstatus && Asked > 0)){
t1 = Cpu();
Maillage_Dimension_1 (M);
t2 = Cpu();
Msg(STATUS2, "Mesh 1D complete (%g s)", t2 - t1);
M->status = 1;
}
/* Maillage 2-D */
if ((Asked > oldstatus && Asked > 1 && oldstatus < 2) ||
(Asked < oldstatus && Asked > 1)){
t1 = Cpu();
Maillage_Dimension_2 (M);
t2 = Cpu();
Msg(STATUS2, "Mesh 2D complete (%g s)", t2 - t1);
M->status = 2;
}
/* Maillage 3-D */
if ((Asked > oldstatus && Asked > 2 && oldstatus < 3) ||
(Asked < oldstatus && Asked > 2)){
t1 = Cpu();
Maillage_Dimension_3 (M);
t2 = Cpu();
Msg(STATUS2, "Mesh 3D complete (%g s)", t2 - t1);
M->status = 3;
}