Changeset 24391
- Timestamp:
- 11/23/19 06:33:45 (5 years ago)
- Location:
- issm/trunk-jpl/src/c
- Files:
-
- 2 edited
Legend:
- Unmodified
- Added
- Removed
-
TabularUnified issm/trunk-jpl/src/c/analyses/HydrologyShaktiAnalysis.cpp ¶
r24335 r24391 412 412 413 413 /*Get gap height derivatives at the center of the element*/ 414 Gauss* gauss=element->NewGauss( 0);414 Gauss* gauss=element->NewGauss(1); 415 415 head_input->GetInputDerivativeValue(&dh[0],xyz_list,gauss); 416 416 delete gauss; -
TabularUnified issm/trunk-jpl/src/c/shared/Numerics/GaussPoints.cpp ¶
r21931 r24391 20 20 For degree p, the required number of Gauss-Legendre points is 21 21 n>=(p+1)/2.*/ 22 _assert_(ngaus>0); 22 23 23 24 /*Intermediaries*/ … … 98 99 Symmetrical Gaussian Quadrature Rules for the Triangle", IJNME, 99 100 Vol. 21, pp. 1129-1148 (1985), as transcribed for Probe rules3.*/ 101 _assert_(iord>0); 100 102 101 103 /*Intermediaries*/ … … 1218 1220 Quadrature Formulas", Computer Methods in Applied Mechanics and 1219 1221 Engineering, Vol. 55, pp. 339-348 (1986).*/ 1222 _assert_(iord>0); 1220 1223 1221 1224 /*Intermediaries*/ … … 1484 1487 For degree p, the required number of Gauss-Lobatto points is 1485 1488 n>=(p+1)/2+1 (one more than Gauss-Legendre).*/ 1489 _assert_(ngaus>0); 1486 1490 1487 1491 int i;
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