Boundary Integral Technique of 2nd Order Partial Differential Equation by Using Radial Basis

A. Asghar; M. O. Ahmad; M. N. BashirTaseer MuhammadSami Ullah KhanM. RamzanYakov Strelniker

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Boundary Integral Technique of 2nd Order Partial Differential Equation by Using Radial Basis

机译：Boundary Integral Technique of 2nd Order Partial Differential Equation by Using Radial Basis

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The solution of second order partial differential equation, with continuous change in coefficients by the formation of integral equation and then using radial basis function approximation (RBSA), has been developed in this paper. Use of boundary element method (BEM), which gives the solution of heat or mass diffusion in non-homogenous medium with function varying smoothly in space is also the part of this article. Discretization of boundary of integral domain instead of entire domain of the problem concerned is also the distinction of the recent work. The numerical solution of some problems with known value of the variable has also been included at the end.

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《Mathematical Problems in Engineering: Theory, Methods and Applications》 |2022年第36期|1.1-1.7|共7页
作者
A. Asghar; M. O. Ahmad; M. N. BashirTaseer MuhammadSami Ullah KhanM. RamzanYakov Strelniker;
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Department of Mathematics and Statistics University of Lahore Lahore;

Department of Mathematics COMSATS University Islamabad Sahiwal 57000;

Department of Mathematics College of Science King Khalid University Abha 61413;

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Boundary Integral Technique of 2nd Order Partial Differential Equation by Using Radial Basis

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