128 …tscScalar C00, PetscScalar C01, PetscScalar C02, PetscScalar C11, PetscScalar C12, PetscScalar C22)  in FIX_C_3d()  argument
132   PetscBool twod = (PetscBool)(C02 == 0 && C12 == 0 && C22 == 0);  in FIX_C_3d()
133   Eigenvalues_Sym3x3(C00, C01, C02, C11, C12, C22, eigs);  in FIX_C_3d()
180   const PetscScalar  C12      = split ? a[aOff[C_FIELD_ID] + 4] : u[uOff[C_FIELD_ID] + 4];  in C_0_3d()  local
182   const PetscScalar  norm     = NORM2C_3d(C00, C01, C02, C11, C12, C22) + eps;  in C_0_3d()
225   const PetscScalar C12    = split ? a[aOff[C_FIELD_ID] + 4] : u[uOff[C_FIELD_ID] + 4];  in JC_0_c0c0_3d()  local
227   const PetscScalar norm   = NORM2C_3d(C00, C01, C02, C11, C12, C22) + eps;  in JC_0_c0c0_3d()
231   const PetscScalar dC[]   = {2 * C00, 4 * C01, 4 * C02, 2 * C11, 4 * C12, 2 * C22};  in JC_0_c0c0_3d()
360   const PetscScalar  C12   = u[uOff[C_FIELD_ID] + 4];  in P_1_3d()  local
362   const PetscScalar  C21   = C12;  in P_1_3d()
366   const PetscScalar  s     = fix_c ? FIX_C_3d(C00, C01, C02, C11, C12, C22) : 0.0;  in P_1_3d()
369   f1[1] = -(C10 * gradp[0] + (C11 + s) * gradp[1] + C12 * gradp[2]);  in P_1_3d()
397   const PetscScalar  C12   = a[aOff[C_FIELD_ID] + 4];  in P_1_aux_3d()  local
399   const PetscScalar  C21   = C12;  in P_1_aux_3d()
403   const PetscScalar  s     = fix_c ? FIX_C_3d(C00, C01, C02, C11, C12, C22) : 0.0;  in P_1_aux_3d()
406   f1[1] = C10 * gradp[0] + (C11 + s) * gradp[1] + C12 * gradp[2];  in P_1_aux_3d()
435   const PetscScalar C12   = u[uOff[C_FIELD_ID] + 4];  in JP_1_p1p1_3d()  local
437   const PetscScalar C21   = C12;  in JP_1_p1p1_3d()
440   const PetscScalar s     = fix_c ? FIX_C_3d(C00, C01, C02, C11, C12, C22) : 0.0;  in JP_1_p1p1_3d()
447   J[5] = -C12;  in JP_1_p1p1_3d()
477   const PetscScalar C12   = a[aOff[C_FIELD_ID] + 4];  in JP_1_p1p1_aux_3d()  local
479   const PetscScalar C21   = C12;  in JP_1_p1p1_aux_3d()
482   const PetscScalar s     = fix_c ? FIX_C_3d(C00, C01, C02, C11, C12, C22) : 0.0;  in JP_1_p1p1_aux_3d()
489   J[5] = C12;  in JP_1_p1p1_aux_3d()
642     const PetscScalar  C12     = u[uOff[C_FIELD_ID] + 4];  in energy()  local
644     const PetscScalar  C21     = C12;  in energy()
653     const PetscScalar  normC   = NORM2C_3d(C00, C01, C02, C11, C12, C22) + eps;  in energy()
658 …1] + C02 * gradp[2]) + gradp[1] * (C10 * gradp[0] + (C11 + r) * gradp[1] + C12 * gradp[2]) + gradp…  in energy()
670   PetscScalar     C00, C01, C02 = 0.0, C11, C12 = 0.0, C22 = 0.0;  in ellipticity_fail_private()  local
682     C12 = u[uOff[C_FIELD_ID] + 4];  in ellipticity_fail_private()
685   Eigenvalues_Sym3x3(C00, C01, C02, C11, C12, C22, eigs);  in ellipticity_fail_private()
799     const PetscScalar C12 = u[uOff[C_FIELD_ID] + 4];  in flux()  local
801     const PetscScalar C21 = C12;  in flux()
805     f[1] = -C10 * gradp[0] - C11 * gradp[1] - C12 * gradp[2];  in flux()
824     const PetscScalar C12 = u[uOff[C_FIELD_ID] + 4];  in normc()  local
827     f[0] = PetscSqrtReal(PetscRealPart(NORM2C_3d(C00, C01, C02, C11, C12, C22)));  in normc()
836   PetscScalar C00, C01, C02 = 0.0, C11, C12 = 0.0, C22 = 0.0;  in eigsc()  local
846     C12 = u[uOff[C_FIELD_ID] + 4];  in eigsc()
849   Eigenvalues_Sym3x3(C00, C01, C02, C11, C12, C22, eigs);  in eigsc()