an unconditionally stable parallel difference scheme for telegraph equation
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ID: 246909
2009
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Abstract
We use an unconditionally stable parallel difference scheme to solve
telegraph equation. This method is based on domain decomposition concept and using
asymmetric Saul'yev schemes for internal nodes of each sub-domain and alternating
group implicit method for sub-domain's interfacial nodes. This new method has several
advantages such as: good parallelism, unconditional stability and better accuracy than
original Saul'yev schemes. The details of implementation and proving stability are
briefly discussed. Numerical experiments on stability and accuracy are also presented.
| Reference Key |
borhanifar2009mathematicalan
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|---|---|
| Authors | ;A. Borhanifar;Reza Abazari |
| Journal | journal of power sources |
| Year | 2009 |
| DOI |
10.1155/2009/969610
|
| URL | |
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