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Universitas Hasanuddin
Research output:Contribution to journal›Article›peer-review
Finite Difference Method for Laplace Equation in Irregular Domain
Juarlin E.
Journal of Physics Conference Series
Published: 2019Citations: 1
Abstract
Abstract Laplace equation on irregular domain has been solved by finite difference method. The program for calculating distribution of electric potential inside has been developed. Symmetrical Dirichlet boundary condition and Cartesius Coordinates are applied. A trapezoid and a quarter of a circle are chosen as irregular domain example. The contour of electric potential shows symmetrical result to its domain. The convergence and stability output program shows a good result.
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10.1088/1742-6596/1354/1/012021Other files and links
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