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/*****************************************************************
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m2d_ana_dens.c Type:Func
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analyse du respect de la carte de taille
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Date de creation : Tue May 27 17:24:28 1997
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Derniere version : Tue Jul 29 11:24:48 1997
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Vincent FRANCOIS
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*****************************************************************/
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/**************************/
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/* include */
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#include <stdio.h>
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#include <math.h>
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#include <string.h>
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#include "memoire.h"
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#include "const.h"
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#include "struct.h"
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#include "prototype.h"
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/**************************/
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/* variables globales */
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extern struct environnement env;
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extern struct s_mesh *mesh;
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extern struct s_acis *acis;
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/**************************/
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/* programme principal */
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void m2d_ana_dens(struct s_face *face,int debut, int fin)
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{
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struct s_triangle *tri;
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struct s_noeud *no1,*no2,*no3;
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float a,b,poids_gauss[6],xsi_gauss[6],eta_gauss[6];
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float total_integ,integ;
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float x1,y1,z1,eps_ref,eps_ref1,eps_ref2,eps;
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float u1,v1,u2,v2,u3,v3;
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float du,dv;
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int i,j,n,nb_pratique;
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float vec1[3],vec2[3],vec[3],det_j,facteur,x,y,z,dens,uref,vref;
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char mess[255];
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a=0.445948490915965;
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b=0.091576213509771;
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poids_gauss[0]=0.111690794839005;xsi_gauss[0]=a;eta_gauss[0]=a;
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poids_gauss[1]=0.111690794839005;xsi_gauss[1]=1.0-2.0*a;eta_gauss[1]=a;
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poids_gauss[2]=0.111690794839005;xsi_gauss[2]=a;eta_gauss[2]=1.0-2.0*a;
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poids_gauss[3]=0.054975871827661;xsi_gauss[3]=b;eta_gauss[3]=b;
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poids_gauss[4]=0.054975871827661;xsi_gauss[4]=1.0-2.0*b;eta_gauss[4]=b;
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poids_gauss[5]=0.054975871827661;xsi_gauss[5]=b;eta_gauss[5]=1.0-2.0*b;
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total_integ=0.;
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nb_pratique=0;
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eps_ref=0.;
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eps_ref1=0.;
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eps_ref2=0.;
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for (i=0;i<mesh->nb_triangle;i++)
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{
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tri=ADRESSE(i,triangle,mesh->);
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if (tri->num_ent==face->num)
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{
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nb_pratique++;
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no1=ADRESSE(tri->n1,noeud,mesh->);
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no2=ADRESSE(tri->n2,noeud,mesh->);
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no3=ADRESSE(tri->n3,noeud,mesh->);
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VEC(vec1,no1,no2);
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VEC(vec2,no1,no3);
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PVEC(vec,vec1,vec2);
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det_j=(float)sqrt((double)PSCA(vec,vec));
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facteur=2.309401077*det_j;
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integ=0.;
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for (j=0;j<6;j++)
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{
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x=(1-xsi_gauss[j]-eta_gauss[j])*no1->x+xsi_gauss[j]*no2->x+eta_gauss[j]*no3->x;
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y=(1-xsi_gauss[j]-eta_gauss[j])*no1->y+xsi_gauss[j]*no2->y+eta_gauss[j]*no3->y;
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z=(1-xsi_gauss[j]-eta_gauss[j])*no1->z+xsi_gauss[j]*no2->z+eta_gauss[j]*no3->z;
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if (mesh->rev_u!=0.) du=0.5*mesh->rev_u-no1->u; else du=0.;
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if (mesh->rev_v!=0.) dv=0.5*mesh->rev_v-no1->v; else dv=0.;
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eval_decale(&u1,du,no1->u,U);
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eval_decale(&v1,dv,no1->v,V);
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eval_decale(&u2,du,no2->u,U);
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eval_decale(&v2,dv,no2->v,V);
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eval_decale(&u3,du,no3->u,U);
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eval_decale(&v3,dv,no3->v,V);
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uref=(1-xsi_gauss[j]-eta_gauss[j])*u1+xsi_gauss[j]*u2+eta_gauss[j]*u3;
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vref=(1-xsi_gauss[j]-eta_gauss[j])*v1+xsi_gauss[j]*v2+eta_gauss[j]*v3;
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eval_face(face,&uref,&vref,FONCTION,&x1,&y1,&z1,du,dv);
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dens=eval_fdn2b(face,uref-du,vref-dv,TOTAL);
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dens=dens*dens;
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integ=integ+poids_gauss[j]*facteur/dens;
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eps=(float)sqrt((double)((x-x1)*(x-x1)+(y-y1)*(y-y1)+(z-z1)*(z-z1)));
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if (eps>eps_ref) eps_ref=eps;
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if ((tri->origine==1)&&(eps>eps_ref1)) eps_ref1=eps;
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if ((tri->origine==2)&&(eps>eps_ref2)) eps_ref2=eps;
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}
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total_integ=total_integ+integ;
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}
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}
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n=(int)floor(total_integ);
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if (total_integ-n>0.5) n++;
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mesh->theorique=mesh->theorique+n;
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sprintf(mess,M2D_ANA_RES1,n,nb_pratique);
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aff_text(mess);
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sprintf(mess,M2D_ANA_RES2,(n-nb_pratique)*1.0/n);
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aff_text(mess);
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sprintf(mess,M2D_ANA_RES3,eps_ref);
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aff_text(mess);
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sprintf(mess,M2D_ANA_RES4,eps_ref1);
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aff_text(mess);
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sprintf(mess,M2D_ANA_RES5,eps_ref2);
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aff_text(mess);
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MAXI(env.eps_ref,env.eps_ref,eps_ref);
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MAXI(env.eps_ref1,env.eps_ref1,eps_ref1);
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MAXI(env.eps_ref2,env.eps_ref2,eps_ref2);
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}
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