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Numerical Solution of an Elliptic PDE
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| Organization: | RMIT University |
| Department: | Department of Mathematics |
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0203-421
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1993-01-01
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Numerically solving an elliptic partial differential equation often requires solving a very large, but sparse, linear system. This notebook contains an example in which InterCall is used to solve a PDE by accessing a public domain library to handle the sparse linear system. Arbitrary two-dimensional regions (including holes and cracks) as well as rectangular three dimensional regions can also be handled with this technique. Some exercises are given.
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Elliptic PDEs, ITPACK, InterCall, intercall, MathLink, SOR, aerospace engineering, applied mathematics, chemical engineering, civil engineering, code generation
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| EllipticPDE.txt (7.2 KB) - Plain-text version of the notebook | | EllipticPDE.nb (215 KB) - Mathematica notebook |
Files specific to Mathematica 2.2 version:
| | EllipticPDE.ma (125.8 KB) - Mathematica notebook |
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