1 /*     CalculiX - A 3-dimensional finite element program                 */
2 /*              Copyright (C) 1998-2021 Guido Dhondt                          */
3 
4 /*     This program is free software; you can redistribute it and/or     */
5 /*     modify it under the terms of the GNU General Public License as    */
6 /*     published by the Free Software Foundation(version 2);    */
7 /*                    */
8 
9 /*     This program is distributed in the hope that it will be useful,   */
10 /*     but WITHOUT ANY WARRANTY; without even the implied warranty of    */
11 /*     MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the      */
12 /*     GNU General Public License for more details.                      */
13 
14 /*     You should have received a copy of the GNU General Public License */
15 /*     along with this program; if not, write to the Free Software       */
16 /*     Foundation, Inc., 675 Mass Ave, Cambridge, MA 02139, USA.         */
17 
18 #include <unistd.h>
19 #include <stdio.h>
20 #include <math.h>
21 #include <stdlib.h>
22 #include <pthread.h>
23 #include "CalculiX.h"
24 
25 static ITG *ielfa1,*icyclic1,*ifatie1,*ifabou1,*ipnei1,*nef1,*num_cpus1,
26     *neifa1,*nface1,*ncfd1;
27 
28 static double *xrlfa1,*vfap1,*vel1,*c1,*xbounact1,*xxn1,*area1,*volume1,
29     *gradpel1,*gradpfa1,*xxi1,*vfa1,*rf1,*xle1,*xxna1;
30 
extrapol_pelmain(ITG * nface,ITG * ielfa,double * xrlfa,double * vel,double * vfa,ITG * ifabou,double * xbounact,ITG * nef,double * gradpel,double * gradpfa,ITG * neifa,double * rf,double * area,double * volume,double * xle,double * xxi,ITG * icyclic,double * xxn,ITG * ipnei,ITG * ifatie,double * coefmpc,ITG * nmpc,char * labmpc,ITG * ipompc,ITG * nodempc,ITG * ifaext,ITG * nfaext,ITG * nactdoh,ITG * iitg,double * c,ITG * num_cpus,ITG * compressible,double * xxna,ITG * ncfd)31 void extrapol_pelmain(ITG *nface,ITG *ielfa,double *xrlfa,double *vel,
32 		      double *vfa,
33 		      ITG *ifabou,double *xbounact,ITG *nef,double *gradpel,
34 		      double *gradpfa,ITG *neifa,double *rf,double *area,
35 		      double *volume,double *xle,double *xxi,ITG *icyclic,
36 		      double *xxn,ITG *ipnei,ITG *ifatie,double *coefmpc,
37 		      ITG *nmpc,char *labmpc,ITG *ipompc,ITG *nodempc,
38 		      ITG *ifaext,ITG *nfaext,ITG *nactdoh,ITG *iitg,
39 		      double *c,ITG *num_cpus,ITG *compressible,
40                       double *xxna,ITG *ncfd){
41 
42     ITG i,is,ie,m,im;
43 
44     double *vfap=NULL;
45 
46     /* variables for multithreading procedure */
47 
48     ITG *ithread=NULL;
49 
50     num_cpus1=num_cpus;
51 
52     pthread_t tid[*num_cpus];
53 
54     NNEW(vfap,double,8**nface);
55 
56     /* inter/extrapolation of p at the center of the elements
57        to the center of the faces */
58 
59     ielfa1=ielfa;xrlfa1=xrlfa;vfap1=vfap;vel1=vel;ifabou1=ifabou;
60     xbounact1=xbounact;nef1=nef;nface1=nface;
61 
62     /* create threads and wait */
63 
64     NNEW(ithread,ITG,*num_cpus);
65     for(i=0; i<*num_cpus; i++)  {
66 	ithread[i]=i;
67 	pthread_create(&tid[i], NULL, (void *)extrapol_pel1mt, (void *)&ithread[i]);
68     }
69     for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
70 
71     SFREE(ithread);
72 
73     /* multiple point constraints */
74 
75     if(*nmpc>0){
76 	is=4;
77 	ie=4;
78 	FORTRAN(applympc,(nface,ielfa,&is,&ie,ifabou,ipompc,vfap,coefmpc,
79 			  nodempc,ipnei,neifa,labmpc,xbounact,nactdoh,
80 			  ifaext,nfaext));
81     }
82 
83     /* calculate the gradient of the pressure at the center of
84        the elements */
85 
86     ipnei1=ipnei;neifa1=neifa;vfa1=vfap;area1=area;xxna1=xxna;volume1=volume;
87     gradpel1=gradpel;nef1=nef;ncfd1=ncfd;
88 
89     /* create threads and wait */
90 
91     NNEW(ithread,ITG,*num_cpus);
92     for(i=0; i<*num_cpus; i++)  {
93 	ithread[i]=i;
94 	pthread_create(&tid[i], NULL, (void *)extrapol_pel2mt, (void *)&ithread[i]);
95     }
96     for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
97 
98     SFREE(ithread);
99 
100     /* interpolate/extrapolate the pressure gradient from the
101        center of the elements to the center of the faces */
102 
103     ielfa1=ielfa;xrlfa1=xrlfa;icyclic1=icyclic;ifatie1=ifatie;gradpfa1=gradpfa;
104     gradpel1=gradpel;c1=c;ipnei1=ipnei;xxi1=xxi;nface1=nface;ncfd1=ncfd;
105 
106     /* create threads and wait */
107 
108     NNEW(ithread,ITG,*num_cpus);
109     for(i=0; i<*num_cpus; i++)  {
110 	ithread[i]=i;
111 	pthread_create(&tid[i], NULL, (void *)extrapol_pel3mt, (void *)&ithread[i]);
112     }
113     for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
114 
115     SFREE(ithread);
116 
117     /* inter/extrapolation of p at the center of the elements
118        to the center of the faces: taking the skewness of the
119        elements into account (using the gradient at the center
120        of the faces)
121        Moukalled et al. p 279 */
122 
123     ielfa1=ielfa;vfa1=vfa;vfap1=vfap;gradpfa1=gradpfa;rf1=rf;ifabou1=ifabou;
124     ipnei1=ipnei;vel1=vel;xxi1=xxi;xle1=xle;nef1=nef;nface1=nface;
125 
126     /* create threads and wait */
127 
128     NNEW(ithread,ITG,*num_cpus);
129     for(i=0; i<*num_cpus; i++)  {
130       ithread[i]=i;
131       pthread_create(&tid[i], NULL, (void *)extrapol_pel4mt, (void *)&ithread[i]);
132     }
133     for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
134 
135     SFREE(ithread);
136 
137     /* multiple point constraints */
138 
139     if(*nmpc>0){
140       is=4;
141       ie=4;
142       FORTRAN(applympc,(nface,ielfa,&is,&ie,ifabou,ipompc,vfa,coefmpc,
143 			nodempc,ipnei,neifa,labmpc,xbounact,nactdoh,
144 			ifaext,nfaext));
145     }
146 
147     /* correction loops */
148 
149     for(m=0;m<*iitg;m++){
150 
151 	/* calculate the gradient of the pressure at the center of
152 	   the elements */
153 
154 	ipnei1=ipnei;neifa1=neifa;vfa1=vfa;area1=area;xxna1=xxna;volume1=volume;
155 	gradpel1=gradpel;nef1=nef;ncfd1=ncfd;
156 
157 	/* create threads and wait */
158 
159 	NNEW(ithread,ITG,*num_cpus);
160 	for(i=0; i<*num_cpus; i++)  {
161 	    ithread[i]=i;
162 	    pthread_create(&tid[i], NULL, (void *)extrapol_pel2mt, (void *)&ithread[i]);
163 	}
164 	for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
165 
166 	SFREE(ithread);
167 
168 	/* interpolate/extrapolate the pressure gradient from the
169 	   center of the elements to the center of the faces */
170 
171 	ielfa1=ielfa;xrlfa1=xrlfa;icyclic1=icyclic;ifatie1=ifatie;gradpfa1=gradpfa;
172 	gradpel1=gradpel;c1=c;ipnei1=ipnei;xxi1=xxi;nface1=nface;ncfd1=ncfd;
173 
174 	/* create threads and wait */
175 
176 	NNEW(ithread,ITG,*num_cpus);
177 	for(i=0; i<*num_cpus; i++)  {
178 	    ithread[i]=i;
179 	    pthread_create(&tid[i], NULL, (void *)extrapol_pel3mt, (void *)&ithread[i]);
180 	}
181 	for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
182 
183 	SFREE(ithread);
184 
185 
186 	/* inter/extrapolation of p at the center of the elements
187 	   to the center of the faces: taking the skewness of the
188 	   elements into account (using the gradient at the center
189 	   of the faces)
190 	   Moukalled et al. p 279 */
191 
192 	ielfa1=ielfa;vfa1=vfa;vfap1=vfap;gradpfa1=gradpfa;rf1=rf;ifabou1=ifabou;
193 	ipnei1=ipnei;vel1=vel;xxi1=xxi;xle1=xle;nef1=nef;nface1=nface;
194 
195 	/* create threads and wait */
196 
197 	NNEW(ithread,ITG,*num_cpus);
198 	for(i=0; i<*num_cpus; i++)  {
199 	    ithread[i]=i;
200 	    pthread_create(&tid[i], NULL, (void *)extrapol_pel4mt, (void *)&ithread[i]);
201 	}
202 	for(i=0; i<*num_cpus; i++)  pthread_join(tid[i], NULL);
203 
204 	SFREE(ithread);
205 
206 	/* multiple point constraints */
207 
208 	if(*nmpc>0){
209 	    is=4;
210 	    ie=4;
211 	    FORTRAN(applympc,(nface,ielfa,&is,&ie,ifabou,ipompc,vfa,coefmpc,
212 			      nodempc,ipnei,neifa,labmpc,xbounact,nactdoh,
213 			      ifaext,nfaext));
214 	}
215     }
216 
217     SFREE(vfap);
218 
219   return;
220 
221 }
222 
223 /* subroutine for multithreading of extrapol_pel1 */
224 
extrapol_pel1mt(ITG * i)225 void *extrapol_pel1mt(ITG *i){
226 
227     ITG nfacea,nfaceb,nfacedelta;
228 
229     nfacedelta=(ITG)floor(*nface1/(double)(*num_cpus1));
230     nfacea=*i*nfacedelta+1;
231     nfaceb=(*i+1)*nfacedelta;
232     if((*i==*num_cpus1-1)&&(nfaceb<*nface1)) nfaceb=*nface1;
233 
234     FORTRAN(extrapol_pel1,(ielfa1,xrlfa1,vfap1,vel1,
235 			   ifabou1,xbounact1,nef1,&nfacea,&nfaceb));
236 
237     return NULL;
238 }
239 
240 /* subroutine for multithreading of extrapol_pel2 */
241 
extrapol_pel2mt(ITG * i)242 void *extrapol_pel2mt(ITG *i){
243 
244     ITG nefa,nefb,nefdelta;
245 
246     nefdelta=(ITG)floor(*nef1/(double)(*num_cpus1));
247     nefa=*i*nefdelta+1;
248     nefb=(*i+1)*nefdelta;
249     if((*i==*num_cpus1-1)&&(nefb<*nef1)) nefb=*nef1;
250 
251     FORTRAN(extrapol_pel2,(ipnei1,neifa1,vfa1,area1,xxna1,volume1,gradpel1,
252 			   &nefa,&nefb,ncfd1));
253 
254     return NULL;
255 }
256 
257 /* subroutine for multithreading of extrapol_vel3 */
258 
extrapol_pel3mt(ITG * i)259 void *extrapol_pel3mt(ITG *i){
260 
261     ITG nfacea,nfaceb,nfacedelta;
262 
263     nfacedelta=(ITG)floor(*nface1/(double)(*num_cpus1));
264     nfacea=*i*nfacedelta+1;
265     nfaceb=(*i+1)*nfacedelta;
266     if((*i==*num_cpus1-1)&&(nfaceb<*nface1)) nfaceb=*nface1;
267 
268     FORTRAN(extrapol_pel3,(ielfa1,xrlfa1,icyclic1,ifatie1,gradpfa1,
269 			   gradpel1,c1,ipnei1,xxi1,&nfacea,&nfaceb,
270 		           ncfd1));
271 
272     return NULL;
273 }
274 
275 /* subroutine for multithreading of extrapol_pel4 */
276 
extrapol_pel4mt(ITG * i)277 void *extrapol_pel4mt(ITG *i){
278 
279     ITG nfacea,nfaceb,nfacedelta;
280 
281     nfacedelta=(ITG)floor(*nface1/(double)(*num_cpus1));
282     nfacea=*i*nfacedelta+1;
283     nfaceb=(*i+1)*nfacedelta;
284     if((*i==*num_cpus1-1)&&(nfaceb<*nface1)) nfaceb=*nface1;
285 
286     FORTRAN(extrapol_pel4,(ielfa1,vfa1,vfap1,gradpfa1,rf1,ifabou1,
287        ipnei1,vel1,xxi1,xle1,nef1,&nfacea,&nfaceb));
288 
289     return NULL;
290 }
291