| Abstract: | An algorithm is presented for the numerical solution of the Laplace equation boundary-value problem, which is assumed to apply to soil freezing or thawing. The Laplace equation is numerically approximated by the complex-variable boundary-element method. The algorithm aids in reducing integrated relative error by providing a true measure of modeling error along the solution domain boundary. This measure of error can be used to select locations for adding, removing, or relocating nodal points on the boundary or to provide bounds for the integrated relative error of unknown nodal variable values along the boundary. |
| Genre: | Article |
| ProdID: | 70013459 |
| Citation Author: | Hromadka, II, T. V.; Guymon, G. L. |
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| Citation End Page: | 130 |
| Citation Issue: | 1 |
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| Citation Language: | English |
| Citation Larger Work Title: | Numerical heat transfer |
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| Citation Number Of Pages: | 16 |
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| Citation Search Results Text: | ALGORITHM TO REDUCE APPROXIMATION ERROR FROM THE COMPLEX-VARIABLE BOUNDARY-ELEMENT METHOD APPLIED TO SOIL FREEZING.; 1985; Article; Journal; Numerical heat transfer; Hromadka, II, T. V.; Guymon, G. L. |
| Citation Start Page: | 115 |
| Citation Volume: | 8 |
| Citation Year: | 1985 |
| Type: | citation/reference |
| Text: | ALGORITHM TO REDUCE APPROXIMATION ERROR FROM THE COMPLEX-VARIABLE BOUNDARY-ELEMENT METHOD APPLIED TO SOIL FREEZING.; 1985; Article; Journal; Numerical heat transfer; Hromadka, II, T. V.; Guymon, G. L. |
| URL (THUMBNAIL): | http://pubs.er.usgs.gov/thumbnails/outside_thumb.jpg |
| Date Other: | Tue, 1 Jan 1985 00:00 -0600 |
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