Asymptotic Error Analysis for the Heat Radiation Boundary Integral Equation
- Publication Type
- Original research
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In this paper a rigorous convergence and error analysis of the Galerkin boundary element method for the heat radiation integral equation in convex and non-convex enclosure geometries is presented. The convergence of the approximation is shown and quasi-optimal error estimates are presented. Numerical results have shown to be consistent with available theoretical results.
Journal
- Title
- European Journal of Mathematical Sciences, Vol.2,No.1,2013,51-61
- Publisher
- --
- Publisher Country
- Palestine
- Publication Type
- Both (Printed and Online)
- Volume
- --
- Year
- 2013
- Pages
- --