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Numerical Solution of the Modified Burgers Equation by the Quintic B-spline Galerkin Finite Element Method

Bulent SAKA, Idris DAG, Dursun IRK

Abstract


The nonlinear modified Burgers equation is solved numerically by method of Galerkin using quintic B-splines as both shape and weight functions over the finite intervals. The same method is also applied to the time-split modified Burgers equation. Numerical comparison of results of both algorithms and some other published papers is done by studying standard test problem.

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