By use of the multiple Laplace transform a partial differential equation and its associated boundary conditions characterizing a boundary value problem in n independent real variables can be transferred directly into an algebraic equation in n independent complex variables. This algebraic equation c
Solution of moving boundary problems by coordinate transformations
β Scribed by H. Agaras; R.J. Aguerre; J.F. Gabitto
- Publisher
- Elsevier Science
- Year
- 1988
- Tongue
- English
- Weight
- 340 KB
- Volume
- 15
- Category
- Article
- ISSN
- 0735-1933
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β¦ Synopsis
The numerical solution of a two-dimensional moving boundary problem in which the solid changes its volumen in two directions is presented. A coordinate transformation that reduces the process to a one-dimensional variation is proposed. Numerical results by two different methods are obtained. The numerical results are compared satisfactorilly with available experimental data.
π SIMILAR VOLUMES
An integral transformation, a coordmate transformation for lmmoblllzauon of the moving boundary, and orthogonal collocation are used to reduce a no&near m&al-boundary value problem m tune and space to a set of ordmary dtierenti equations m tune with given uutial condltlons The method IS developed fo