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A Convergence Analysis of Yee's Scheme on Non-uniform Grids
- Abstract:
- The Yee scheme is the principle finite difference method used in computing time domain solutions of Maxwell's equations. On a uniform grid the method is easily seen to be second order accurate in space. In this paper we show that the Yee scheme is also second order accurate on a non-uniform mesh despite the fact that the local truncation error is (nodally) only first order.
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(Preview, pdf, 940.1KB, Terms of use)
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- Unspecified
- Publication date:
- 1992-09-01
- UUID:
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uuid:d55602e3-3457-45d9-bd73-5ea960ea1bb3
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oai:eprints.maths.ox.ac.uk:1346
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2011-06-12
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- Copyright date:
- 1992
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