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International Journal of Advanced Engineering, Management and Science


Optimal Solution Method of Integro-Differential Equaitions under Laplace Transform

( Vol-2,Issue-7,July 2016 )

Author(s): V.Rajadurai, S. Kumara ghuru



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Downloads : 164
Page No: 0969-0972
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Keywords:

Partial Integro-differential equations convolution Kernal, Laplace Transform.

Abstract:

In this paper, Laplace Transform method is developed to solve partial Integro-differential equations. Partial Integro-differential equations (PIDE) occur naturally in various fields of science. Engineering and Social Science. We propose a max general form of linear PIDE with a convolution Kernal. We convert the proposed PIDE to an ordinary differential equation (ODE) using the LT method. We applying inverse LT as exact solution of the problems obtained. It is observed that the LT is a simple and reliable technique for solving such equations. The proposed model illustrated by numerical examples.

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