| /phasta/phSolver/compressible/ |
| H A D | spsi3pre.f | 48 do k = col(i), col(i+1)-1 50 lhsK(2,k) = lhsK(2,k) 51 & - BDiag(i,2,1) * lhsK(1,k) 52 lhsK(7,k) = lhsK(7,k) 53 & - BDiag(i,2,1) * lhsK(6,k) 54 lhsK(12,k) = lhsK(12,k) 55 & - BDiag(i,2,1) * lhsK(11,k) 56 lhsK(17,k) = lhsK(17,k) 57 & - BDiag(i,2,1) * lhsK(16,k) 58 lhsK(22,k) = lhsK(22,k) [all …]
|
| H A D | sparseap.f | 56 do k = col(i), col(i+1)-1 57 j = row(k) 59 tmp1 = tmp1 + lhsK(1 ,k)*p(j,1) 60 1 + lhsK(6 ,k)*p(j,2) 61 2 + lhsK(11,k)*p(j,3) 62 3 + lhsK(16,k)*p(j,4) 63 4 + lhsK(21,k)*p(j,5) 64 tmp2 = tmp2 + lhsK(2 ,k)*p(j,1) 65 1 + lhsK(7 ,k)*p(j,2) 66 2 + lhsK(12,k)*p(j,3) [all …]
|
| H A D | e3tau.f | 1045 do k = 1, ipord 1049 Tau(:,1,1,k) = rho*T*(STau(:,1,k)+u1*STau(:,2,k)+ 1050 & u2*STau(:,4,k)+u3*STau(:,7,k)+betaT*STau(:,11,k)) 1051 Tau(:,1,2,k) = rho*T*(STau(:,2,k)+u1*STau(:,3,k)+ 1052 & u2*STau(:,5,k)+u3*STau(:,8,k)+betaT*STau(:,12,k)) 1053 Tau(:,1,3,k) = rho*T*(STau(:,4,k)+u1*STau(:,5,k)+ 1054 & u2*STau(:,6,k)+u3*STau(:,9,k)+betaT*STau(:,13,k)) 1055 Tau(:,1,4,k) = rho*T*(STau(:,7,k)+u1*STau(:,8,k)+ 1056 & u2*STau(:,9,k)+u3*STau(:,10,k)+betaT*STau(:,14,k)) 1057 Tau(:,1,5,k) = rho*T*(STau(:,11,k)+u1*STau(:,12,k)+ [all …]
|
| H A D | timedata.f90 | 205 do k=1,ndof*ntspts 206 if(vartssoln(k).ne.zero) ivarts(k)=1 223 do k=1,ndof 224 if(ivartsg(indxvarts+k).ne.0) then ! none of the vartssoln(parts) were non zero 225 varts(jj,k) = 226 & vartssolng(indxvarts+k) / ivartsg(indxvarts+k) 268 integer :: k, ibuf local 293 …& ((vartsbuff(jj,k,ibuf), k=1, ndof) !loop over the variables that you actual…
|
| H A D | d2wall.f | 93 do k=1,nsd 94 call MPI_ALLGATHERV(xwi(:,j,k),nwalli, 95 & MPI_DOUBLE_PRECISION,xw(:,j,k),nwall,idisp, 111 do k=1,nenb+1 112 distance = ( x(i,1) - xw(j,k,1) )**2 113 & +( x(i,2) - xw(j,k,2) )**2 114 & +( x(i,3) - xw(j,k,3) )**2
|
| H A D | solgmrpetsc.c | 116 int i,j,k,l,m; in SolGMRp() local 140 for(k=0;k<nshg;k++) { in SolGMRp() 141 if((fncorp[k] < mbeg) || (fncorp[k] >mend)){ in SolGMRp() 252 k=0; in SolGMRp() 268 indexsetary[k] = nodetoinsert*nflow+(j-1); in SolGMRp() 269 assert(indexsetary[k]>=0); in SolGMRp() 271 k = k+1; in SolGMRp() 279 indexsetary[k] = nodetoinsert*nflow+(j-1); in SolGMRp() 280 k = k+1; in SolGMRp() 312 k = 0; in SolGMRp() [all …]
|
| /phasta/phSolver/incompressible/ |
| H A D | lesSparse.f | 30 integer n, k 39 k = sparseloc( rowp(colm(n)), colm(n+1)-colm(n), n ) 42 flowdiag(n,1) = lhsK(1,k) 43 flowdiag(n,2) = lhsK(5,k) 44 flowdiag(n,3) = lhsK(9,k) 46 flowdiag(n,4) = lhsP(4,k) 51 do k=colm(n),colm(n+1)-1 54 flowdiag(n,1) = flowdiag(n,1) + abs(lhsK(1,k)) 56 flowdiag(n,2) = flowdiag(n,2) + abs(lhsK(5,k)) 58 flowdiag(n,3) = flowdiag(n,3) + abs(lhsK(9,k)) [all …]
|
| H A D | genlmass.f | 181 integer n, k local 193 k = sparseloc( rowp(colm(n)), colm(n+1)-colm(n), n ) 196 lhsK(1,k) = lhsK(1,k) + tmp 197 lhsK(5,k) = lhsK(5,k) + tmp 198 lhsK(9,k) = lhsK(9,k) + tmp 223 integer n, k local 235 k = sparseloc( rowp(colm(n)), colm(n+1)-colm(n), n ) 238 lhsS(k) = lhsS(k) + tmp
|
| H A D | write_hessian.c | 9 int i,j,k; in write_hessian() local 40 k = map[ i ]-1; in write_hessian() 49 fprintf( uhess, "%f ", hessian[k+(u[j]-1)*(*nshg)] ); in write_hessian() 50 fprintf( vhess, "%f ", hessian[k+(v[j]-1)*(*nshg)] ); in write_hessian() 51 fprintf( whess, "%f ", hessian[k+(w[j]-1)*(*nshg)] ); in write_hessian()
|
| /phasta/phSolver/common/ |
| H A D | fillsparse.f | 12 integer aa, b, c, e, i, k, n local 37 k = sparseloc( row(c), n, ien(e,b) ) + c-1 44 lhsK(1,k) = lhsK(1,k) + xKebe(e,1,aa,b) 45 lhsK(2,k) = lhsK(2,k) + xKebe(e,2,aa,b) 46 lhsK(3,k) = lhsK(3,k) + xKebe(e,3,aa,b) 47 lhsK(4,k) = lhsK(4,k) + xKebe(e,4,aa,b) 48 lhsK(5,k) = lhsK(5,k) + xKebe(e,5,aa,b) 49 lhsK(6,k) = lhsK(6,k) + xKebe(e,6,aa,b) 50 lhsK(7,k) = lhsK(7,k) + xKebe(e,7,aa,b) 51 lhsK(8,k) = lhsK(8,k) + xKebe(e,8,aa,b) [all …]
|
| H A D | bctint.f | 188 do k=1,ntv 361 do k=1,numImpSrfs 363 numImpt(k) = numDataImp 365 read(817,*) (ValueImpt(j,n,k),n=1,2) ! n=1 time, 2 value 385 integer nlast, nper, k, j , jstep local 388 do k =1,numImpSrfs 389 nlast=numImpt(k) ! number of time series to interpolate from 390 nper=ctime/ValueImpt(nlast,1,k)!number of periods completed to shift off 391 ptime = ctime-nper*ValueImpt(nlast,1,k) ! now time in periodic domain 395 if(ValueImpt(j,1,k).gt.ptime) then ! this is upper bound, j-1 is lower [all …]
|
| H A D | ludcmp.f | 25 do k=1,i-1 26 sum=sum-aa(i,k)*aa(k,j) 33 do k=1,j-1 34 sum=sum-aa(i,k)*aa(k,j) 44 do k=1,n 45 dum=aa(imax,k) 46 aa(imax,k)=aa(j,k) 47 aa(j,k)=dum
|
| H A D | newshape.cc | 175 double Pyr_eB(double xi[3], int sign[3], int k, int m, int along) in Pyr_eB() argument 180 k--; m--; along--; in Pyr_eB() 184 psi =0.125*(xi[2]*xi[2]-1)*(1+sign[k]*(2*xi[k]*tmp0))*(1+sign[m]*(2*xi[m]*tmp0)); in Pyr_eB() 187 double tmp1 =2*xi[k]*tmp0; in Pyr_eB() 193 double dPeBdxi(double xi[3], int sign[3], int k, int m, int along, int byWhich) in dPeBdxi() argument 200 k--; m--; along--; in dPeBdxi() 202 if (byWhich==k) in dPeBdxi() 203 dPsidxi =-0.25*(1+xi[2])*sign[k]*(1+sign[m]*(2*xi[m]*tmp0)); in dPeBdxi() 205 dPsidxi =-0.25*(1+xi[2])*sign[m]*(1+sign[k]*(2*xi[k]*tmp0)); in dPeBdxi() 207 dPsidxi =0.25*(xi[2]*(1+sign[k]*2*xi[k]*tmp0)*(1+sign[m]*2*xi[m]*tmp0)- in dPeBdxi() [all …]
|
| H A D | gen_ncorp.c | 138 int i,j,k; in count_owned() local 153 for(k=0;k<lenseg;k++) in count_owned() 155 if(ncorp_tmp[isgbeg-1+k] == 0) in count_owned() 158 assert(ncorp_tmp[isgbeg-1+k] != -1); in count_owned() 159 ncorp_tmp[isgbeg-1+k] = 1; in count_owned() 160 assert(isgbeg-1+k < *num_nodes); in count_owned() 166 for(k=0;k<lenseg;k++) in count_owned() 168 ncorp_tmp[isgbeg-1+k] = -1; in count_owned() 169 assert(isgbeg-1+k < *num_nodes); in count_owned()
|
| H A D | elm3keps.f | 132 real*8 k, kInv, kq, eps, y, epsInv, epsP2, local 175 k = abs(kay(e)) 176 if (k.lt.1.e-32) k=0 187 kq = sqrt(k) 193 if ( k .gt.1.e-32 ) then 194 kInv = 1. / k 195 kqInv = 1./sqrt(k) 199 kk = k * k 236 Ret_k = 2. * k * epsInv * nuInv 272 T1st = k * epsInv ! 1st time scale [all …]
|
| H A D | cname.f | 51 do k = 1,8 52 ii = (ii - il(k-1)) / 10 53 il(k) = mod (ii,10) 58 do k = 8,1,-1 59 if (il(k) .ne. 0 .or. beg) then 61 cc = TRIM(cc) // CHAR(ic0 + il(k))
|
| H A D | genscale.f | 76 do k=1,nshl 78 & + yintl(elcnfin(i,j),k,:)*shapef(k) 168 do k=1,nshl 171 if ((x(ien2D(i,k),2).ge.xyn(j)) .and. 172 & (x(ien2D(i,k),2).le.(xyn(j+1)+0.000001))) then 173 tmp = (x(ien2D(i,k),2) - xyn(j)) / 176 velbarl(i,k,l) = 182 if ((xcyl(ien2D(i,k),1).ge.xcyl(nrint(j+1),1)) .and. 183 & (xcyl(ien2D(i,k),1).le.xcyl(nrint(j),1))) then 184 tmp = (xcyl(ien2D(i,k),1) - xcyl(nrint(j+1),1)) / [all …]
|
| /phasta/phSolver/AMG/ |
| H A D | ramg_coarse.f | 38 integer :: i,j,k,m,n,p,q local 149 k = 1 152 CF_map(level1)%p(k) = i 153 CF_revmap(level1)%p(i) = k 154 k = k+1 159 CF_map(level1)%p(k) = i 160 CF_revmap(level1)%p(i) = k 161 k = k+1 235 do k = amg_A_colm(level1)%p(i)+1,amg_A_colm(level1)%p(i+1)-1 236 j = amg_A_rowp(level1)%p(k) [all …]
|
| /phasta/converterIO/ |
| H A D | converterO2N.cc | 71 int i, j, k, N_geombc_double, N_geombc_integer, N_restart_double; in main() local 377 for ( k = 0; k < 10; k++ ) in main() 378 iarray[k]=0; in main() 397 for ( k = 0; k < expectD[j]; k++ ) in main() 398 paraD[i][j][k] = iarray[k]; in main() 401 for ( k = 0; k < expectD[j]; k++ ) in main() 402 paraD[i][j][k] = 0; in main() 508 for ( k = 0; k < 10; k++ ) in main() 509 iarray[k]=0; in main() 552 for ( k = 0; k < expectI[j]; k++ ) in main() [all …]
|
| H A D | converterN2O.cc | 45 int i, j, k, N_restart_integer, N_restart_double; in main() local 210 for ( k = 0; k < 10; k++ ) in main() 211 iarray[k]=0; in main() 231 for ( k = 0; k < expectD[i]; k++ ) in main() 232 paraD[i][j][k] = iarray[k]; in main() 274 for ( k = 0; k < 10; k++ ) in main() 275 iarray[k]=0; in main() 295 for ( k = 0; k < expectI[i]; k++ ) in main() 296 paraI[i][j][k] = iarray[k]; in main() 381 for ( k = 0; k < expectD[i]; k++ ) in main() [all …]
|
| /phasta/svLS/ |
| H A D | INCOMMU.f | 50 INTEGER i, j, k, s, e, ierr, nTasks, tF, stat(MPI_STATUS_SIZE) local 80 k = 1 87 R(:,s:e) = R(:,s:e) + rTmp(:,k:k+e-s) 88 k = k + cS(i)%blN(j) 93 k = 1 98 rTmp(:,k:k+e-s) = R(:,s:e) 99 k = k + cS(i)%blN(j) 138 INTEGER i, j, k, s, e, ierr, nTasks, tF, stat(MPI_STATUS_SIZE) local 168 k = 1 175 R(s:e) = R(s:e) + rTmp(k:k+e-s) [all …]
|
| /phasta/shapeFunction/src/ |
| H A D | Bn.c | 19 double Bn(int i, int j, int k, double r, double s, double t) { in Bn() argument 26 if( i==0 && j==0 && k==0 ) { in Bn() 29 } else if( i==0 && j==0 && k==1 ) { in Bn() 32 } else if( i==0 && j==1 && k==0 ) { in Bn() 35 } else if( i==1 && j==0 && k==0 ) { in Bn() 38 } else if( i==0 && j==0 && k==2 ) { in Bn() 44 } else if( i==0 && j==1 && k==1 ) { in Bn() 47 } else if( i==0 && j==2 && k==0 ) { in Bn() 53 } else if( i==1 && j==0 && k==1 ) { in Bn() 56 } else if( i==1 && j==1 && k==0 ) { in Bn() [all …]
|
| /phasta/M2NFixBnd/src/ |
| H A D | cname.f | 51 do k = 1,8 52 ii = (ii - il(k-1)) / 10 53 il(k) = mod (ii,10) 58 do k = 8,1,-1 59 if (il(k) .ne. 0 .or. beg) then 61 cc = TRIM(cc) // CHAR(ic0 + il(k))
|
| /phasta/M2N/src/ |
| H A D | cname.f | 51 do k = 1,8 52 ii = (ii - il(k-1)) / 10 53 il(k) = mod (ii,10) 58 do k = 8,1,-1 59 if (il(k) .ne. 0 .or. beg) then 61 cc = TRIM(cc) // CHAR(ic0 + il(k))
|
| /phasta/AcuStat/src/ |
| H A D | cname.f | 51 do k = 1,8 52 ii = (ii - il(k-1)) / 10 53 il(k) = mod (ii,10) 58 do k = 8,1,-1 59 if (il(k) .ne. 0 .or. beg) then 61 cc = TRIM(cc) // CHAR(ic0 + il(k))
|