Author:
Syam R.,Fahruddin ,Azis M. I.,Hayat A.
Abstract
Abstract
The Boundary Element Method (BEM) is used for obtaining solutions to anisotropic functionally graded media (FGM) boundary value problems (BVPs) governed by the modified Helmholtz type equation. A technique of transforming the variable coefficient governing equation to a constant coefficient equation is utilized for deriving a boundary integral equation. Some particular problems are considered to illustrate the application of the BEM. The results show the convergence, consistency, and accuracy of the BEM solutions.
Reference17 articles.
1. On some examples of pollutant transport problems solved numerically using the boundary element method;Azis;Journal of Physics: Conference Series,2018
2. BEM solutions for unsteady transport problems in anisotropic media;Azis;JP Journal of Heat and Mass Transfer,2018
3. A Boundary Element Method for 2D Diffusion-Convection Problems in Anisotropic Media;Haddade;Far East Journal of Mathematical Sciences,2017
4. Numerical solutions for the Helmholtz boundary value problems of anisotropic media;Azis;Journal of Computational Physics,2019
5. Darcy’s Flow with Variable Permeability: A Boundary Integral Solution;Cheng;Water Resources Research,1984
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