Fix common typo: unkown -> unknown
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f59a68321d
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1fef3835c9
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@ -27,7 +27,7 @@ void osdi_log(void *handle_, char *msg, uint32_t lvl) {
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dst = stderr;
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break;
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default:
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fprintf(stderr, "OSDI(unkown) %s", handle->name);
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fprintf(stderr, "OSDI(unknown) %s", handle->name);
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break;
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}
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@ -411,7 +411,7 @@ extern OsdiObjectFile load_object_file(const char *input) {
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IS_LIM_FUN("fetlim", 1, osdi_fetlim)
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IS_LIM_FUN("limitlog", 1, osdi_limitlog)
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if (expected_args == -1) {
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printf("warning(osdi): unkown $limit function \"%s\"", lim_table[i].name);
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printf("warning(osdi): unknown $limit function \"%s\"", lim_table[i].name);
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} else {
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printf("warning(osdi): unexpected number of arguments %i (expected %i) "
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"for \"%s\", ignoring...",
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@ -162,10 +162,10 @@ static int init_matrix(SMPmatrix *matrix, const OsdiDescriptor *descr,
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for (uint32_t i = 0; i < descr->num_jacobian_entries; i++) {
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uint32_t equation = descr->jacobian_entries[i].nodes.node_1;
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uint32_t unkown = descr->jacobian_entries[i].nodes.node_2;
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uint32_t unknown = descr->jacobian_entries[i].nodes.node_2;
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equation = node_mapping[equation];
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unkown = node_mapping[unkown];
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double *ptr = SMPmakeElt(matrix, (int)equation, (int)unkown);
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unknown = node_mapping[unknown];
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double *ptr = SMPmakeElt(matrix, (int)equation, (int)unknown);
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if (ptr == NULL) {
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return (E_NOMEM);
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@ -424,10 +424,10 @@ static int init_matrix_klu(SMPmatrix *matrix, const OsdiDescriptor *descr,
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for (uint32_t i = 0; i < descr->num_jacobian_entries; i++) {
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uint32_t equation = descr->jacobian_entries[i].nodes.node_1;
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uint32_t unkown = descr->jacobian_entries[i].nodes.node_2;
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uint32_t unknown = descr->jacobian_entries[i].nodes.node_2;
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equation = node_mapping[equation];
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unkown = node_mapping[unkown];
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if (equation != 0 && unkown != 0) {
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unknown = node_mapping[unknown];
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if (equation != 0 && unknown != 0) {
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tmp.COO = jacobian_ptr_resist[i];
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tmp.CSC = NULL;
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tmp.CSC_Complex = NULL;
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@ -461,10 +461,10 @@ static int update_matrix_klu(const OsdiDescriptor *descr, void *inst,
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for (uint32_t i = 0; i < descr->num_jacobian_entries; i++) {
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uint32_t equation = descr->jacobian_entries[i].nodes.node_1;
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uint32_t unkown = descr->jacobian_entries[i].nodes.node_2;
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uint32_t unknown = descr->jacobian_entries[i].nodes.node_2;
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equation = node_mapping[equation];
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unkown = node_mapping[unkown];
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if (equation != 0 && unkown != 0) {
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unknown = node_mapping[unknown];
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if (equation != 0 && unknown != 0) {
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jacobian_ptr_resist[i] = inst_matrix_ptrs[2 * i + complex];
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}
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}
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@ -3189,7 +3189,7 @@ while( START_OF_SCE_LOOP ) { /* Begin: 1st SCE LOOP */
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* - Psa : Analytical solution of
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* Cox( Vgp - Psa ) = cnst0 * Qacc
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* where Qacc is the 3-degree series of (fdep)^{1/2}.
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* The unkown is transformed to Chi=beta(Ps0-Vbs).
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* The unknown is transformed to Chi=beta(Ps0-Vbs).
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* - Ps0_min : |Ps0_min| when Vbs=0.
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*-----------------*/
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@ -2137,7 +2137,7 @@ int HSMHVevaluate
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* - Psa : Analytical solution of
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* Cox( Vgp - Psa ) = cnst0 * Qacc
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* where Qacc is the 3-degree series of (fdep)^{1/2}.
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* The unkown is transformed to Chi=beta(Ps0-Vbs).
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* The unknown is transformed to Chi=beta(Ps0-Vbs).
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* - Ps0_min : |Ps0_min| when Vbs=0.
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*-----------------*/
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Ps0_min = here->HSMHV_eg - Pb2 ;
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@ -2067,7 +2067,7 @@ int HSMHV2evaluate
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* - Psa : Analytical solution of
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* Cox( Vgp - Psa ) = cnst0 * Qacc
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* where Qacc is the 3-degree series of (fdep)^{1/2}.
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* The unkown is transformed to Chi=beta(Ps0-Vbs).
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* The unknown is transformed to Chi=beta(Ps0-Vbs).
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* - Ps0_min : |Ps0_min| when Vbs=0.
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*-----------------*/
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/* Ps0_min: approx. solution of Poisson equation at Vgs_min */
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