HAAR WAVELET METHOD FOR NUMERICAL SOLUTION OF TELEGRAPH EQUATIONS

Naresh Berwal; Dinesh Panchal; C.L. Parihar

HAAR WAVELET METHOD FOR NUMERICAL SOLUTION OF TELEGRAPH EQUATIONS

Autori

Naresh Berwal IES-IPS Academy - Department of Mathematics
Dinesh Panchal DAVV Indore - Department of Mathematics
C.L. Parihar Indian Academy of Mathematics

Parole chiave:

Haar wavelet, second-order hyperbolic telegraph equation, Matlab

Abstract

In this paper we modified the result given by Hariharan [18] on the solution of Fisher’s equation. We are giving the solution of second-order linear hyperbolic telegraph equation in one-space dimension. The telegraph equation is solved numerically by Haar wavelet method. Two numerical examples show the accuracy of the method. The present method is very simple, small computation costs and flexible.

Cover of n°30 Italian Journal of Pure and Applied Mathematics

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Pubblicato

2013-05-24

Come citare

Berwal, N., Panchal, D., & Parihar, C. (2013). HAAR WAVELET METHOD FOR NUMERICAL SOLUTION OF TELEGRAPH EQUATIONS. Italian Journal of Pure and Applied Mathematics, 30, 317–328. Recuperato da https://journals.uniurb.it/index.php/ijpam/article/view/6072