| /petsc/src/dm/tutorials/ |
| H A D | swarm_ex3.c | 13 PetscInt p, n, bs, npoints, si, sj, milocal, mjlocal, mx, my; in _DMLocatePoints_DMDARegular_IS() local 28 PetscCall(DMDAGetCorners(dmregular, &si, &sj, NULL, &milocal, &mjlocal, NULL)); in _DMLocatePoints_DMDARegular_IS() 47 if ((mj >= sj) && (mj < sj + mjlocal)) { in _DMLocatePoints_DMDARegular_IS() 48 if ((mi >= si) && (mi < si + milocal)) cellidx[p] = (mi - si) + (mj - sj) * milocal; in _DMLocatePoints_DMDARegular_IS() 169 PetscInt si, sj, milocal, mjlocal; in ex3_1() local 174 PetscCall(DMDAGetCorners(dmregular, &si, &sj, NULL, &milocal, &mjlocal, NULL)); in ex3_1()
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| H A D | ex15.c | 72 PetscInt i, j, k, l, si, sj, sk, ni, nj, nk, M, N, dof; in DMDAVecGenerateEntries() local 76 PetscCall(DMDAGetCorners(dm, &si, &sj, &sk, &ni, &nj, &nk)); in DMDAVecGenerateEntries() 79 for (j = sj; j < sj + nj; j++) { in DMDAVecGenerateEntries()
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| /petsc/src/ksp/ksp/tutorials/ |
| H A D | ex49.c | 266 PetscInt si, sj, nx, ny, i, j; in DMDACoordViewGnuplot2d() local 281 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in DMDACoordViewGnuplot2d() 282 for (j = sj; j < sj + ny - 1; j++) { in DMDACoordViewGnuplot2d() 306 PetscInt si, sj, nx, ny, i, j; in DMDAViewGnuplot2d() local 328 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in DMDAViewGnuplot2d() 335 for (j = sj; j < sj + ny; j++) { in DMDAViewGnuplot2d() 345 field_d = _fields[n_dofs * ((i - si) + (j - sj) * (nx)) + d]; in DMDAViewGnuplot2d() 368 PetscInt si, sj, nx, ny, i, j, p; in DMDAViewCoefficientsGnuplot2d() local 388 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in DMDAViewCoefficientsGnuplot2d() 395 for (j = sj; j < sj + ny; j++) { in DMDAViewCoefficientsGnuplot2d() [all …]
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| H A D | ex43.c | 318 PetscInt si, sj, nx, ny, i, j; in DMDACoordViewGnuplot2d() local 334 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in DMDACoordViewGnuplot2d() 335 for (j = sj; j < sj + ny - 1; j++) { in DMDACoordViewGnuplot2d() 358 PetscInt si, sj, nx, ny, i, j; in DMDAViewGnuplot2d() local 381 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in DMDAViewGnuplot2d() 388 for (j = sj; j < sj + ny; j++) { in DMDAViewGnuplot2d() 398 field_d = _fields[n_dofs * ((i - si) + (j - sj) * (nx)) + d]; in DMDAViewGnuplot2d() 420 PetscInt si, sj, nx, ny, i, j, p; in DMDAViewCoefficientsGnuplot2d() local 441 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in DMDAViewCoefficientsGnuplot2d() 448 for (j = sj; j < sj + ny; j++) { in DMDAViewCoefficientsGnuplot2d() [all …]
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| H A D | ex70.c | 1289 PetscInt si, sj, nx, ny, i, j; in BCApplyZero_EAST() local 1306 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in BCApplyZero_EAST() 1347 PetscInt si, sj, nx, ny, i, j; in BCApplyZero_WEST() local 1364 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in BCApplyZero_WEST() 1406 PetscInt si, sj, nx, ny, i, j; in BCApplyZero_NORTH() local 1423 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in BCApplyZero_NORTH() 1444 if ((sj + ny) == (N)) nbcs = nx; in BCApplyZero_NORTH() 1464 PetscInt si, sj, nx, ny, i, j; in BCApplyZero_SOUTH() local 1481 PetscCall(DMDAGetGhostCorners(cda, &si, &sj, 0, &nx, &ny, 0)); in BCApplyZero_SOUTH() 1502 if (sj == 0) nbcs = nx; in BCApplyZero_SOUTH()
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| H A D | ex42.c | 1214 PetscInt si, sj, sk, ei, ej, ek, i, j, k; in DMDACreateManufacturedSolution() local 1234 PetscCall(DMDAGetCorners(da, &si, &sj, &sk, &ei, &ej, &ek)); in DMDACreateManufacturedSolution() 1236 for (j = sj; j < sj + ej; j++) { in DMDACreateManufacturedSolution() 1432 PetscInt si, sj, sk, nx, ny, nz, i; in DAView_3DVTK_StructuredGrid_appended() local 1454 PetscCall(DMDAGetGhostCorners(da, &si, &sj, &sk, &nx, &ny, &nz)); in DAView_3DVTK_StructuredGrid_appended() 1458 …tscInt_FMT " %" PetscInt_FMT " %" PetscInt_FMT "\">\n", si, si + nx - 1, sj, sj + ny - 1, sk, sk +… in DAView_3DVTK_StructuredGrid_appended() 1459 …tscInt_FMT " %" PetscInt_FMT " %" PetscInt_FMT "\">\n", si, si + nx - 1, sj, sj + ny - 1, sk, sk +… in DAView_3DVTK_StructuredGrid_appended() 1638 PetscInt M, N, P, si, sj, sk, nx, ny, nz; in DAView_3DVTK_PStructuredGrid() local 1661 PetscCall(DMDAGetGhostCorners(da, &si, &sj, &sk, &nx, &ny, &nz)); in DAView_3DVTK_PStructuredGrid()
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| /petsc/src/dm/impls/da/ |
| H A D | dadd.c | 40 PetscInt si, sj, sk; in DMDACreatePatchIS() local 183 sj = jj - ns; in DMDACreatePatchIS() 186 indices[idx] = l + dof * (base + si + xm * sj + xm * ym * sk); in DMDACreatePatchIS() 241 sj = j - ns; in DMDACreatePatchIS() 244 indices[idx] = l + dof * (base + si + xm * sj + xm * ym * sk); in DMDACreatePatchIS()
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| /petsc/src/ksp/pc/impls/telescope/ |
| H A D | telescope_dmda.c | 127 PetscInt i, j, si, sj, ni, nj, M, N, Ml, Nl, c, nidx; in PCTelescopeSetUp_dmda_repart_coors2d() local 146 PetscCall(DMDAGetCorners(subdm, &si, &sj, NULL, &ni, &nj, NULL)); in PCTelescopeSetUp_dmda_repart_coors2d() 150 si = sj = 0; in PCTelescopeSetUp_dmda_repart_coors2d() 158 for (j = sj; j < sj + nj; j++) { in PCTelescopeSetUp_dmda_repart_coors2d() 218 PetscInt i, j, k, si, sj, sk, ni, nj, nk, M, N, P, Ml, Nl, Pl, c, nidx; in PCTelescopeSetUp_dmda_repart_coors3d() local 239 PetscCall(DMDAGetCorners(subdm, &si, &sj, &sk, &ni, &nj, &nk)); in PCTelescopeSetUp_dmda_repart_coors3d() 244 si = sj = sk = 0; in PCTelescopeSetUp_dmda_repart_coors3d() 254 for (j = sj; j < sj + nj; j++) { in PCTelescopeSetUp_dmda_repart_coors3d()
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| /petsc/src/dm/dt/dualspace/impls/sum/ |
| H A D | dualspacesum.c | 317 const PetscInt *sj; in PetscDualSpaceSumCreateMatrix() local 334 PetscCall(MatSeqAIJGetCSRAndMemType(smat, &si, &sj, &sv, &memtype)); in PetscDualSpaceSumCreateMatrix() 361 cooj[snz_actual] = sj[k]; in PetscDualSpaceSumCreateMatrix()
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| /petsc/src/binding/petsc4py/src/petsc4py/PETSc/ |
| H A D | petscmat.pxi | 982 cdef Py_ssize_t sj = PyArray_DIM(aj, 1) 986 (si*rbs * sj*cbs != sv)): raise ValueError( 999 <PetscInt>sj, &j[k*sj],
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| /petsc/src/ts/tutorials/ |
| H A D | ex30.c | 100 const PetscBool sj = (PetscBool)(1.0 - d > 0.0); in Eigenvalues_Sym3x3() local 107 const PetscReal sjn = sj ? 1.0 : -1.0; in Eigenvalues_Sym3x3() 110 … const PetscReal atanval = d > tol ? 2.0 * PetscAtanReal(sj ? d : 1.0 / d) : (sj ? 0.0 : PETSC_PI); in Eigenvalues_Sym3x3()
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