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Inventi Impact: Computational Mathematics

Articles

  • Inventi:ecm/17975/15
    Traveling Wave Solutions of Zakharovâ?? Kuznetsov-modified Equal-width and Burgerâ??s Equations via\nExp(â??Ï?(η))-expansion Method
    01-Jan-1970 Research 2016 : January - March
    Syed Tauseef Mohyud-Din, Ayyaz Ali, Muhammad Asad Iqbal

    In this article, a technique is proposed for obtaining better and accurate results for\nnonlinear PDEs. We constructed abundant exact solutions via exp(âË?â??Ïâ?¢(Ã?·))-expansion\nmethod for the Zakharovââ?¬â??Kuznetsov-modified equal-width (ZK-MEW) equation and\nthe (2 + 1)-dimensional Burgers equation. The traveling wave solutions are found\nthrough the hyperbolic functions, the trigonometric functions and the rational functions.\nThe specified idea is very pragmatic for PDEs, and could be extended to engineering\nproblems.

    How to Cite this Article
    CC Compliant Citation: MohyudDin et al., Traveling wave solutions of Zakharov -\nKuznetsovmodified equalwidth and Burger's equations via exp(-???? ())expansion method, Asia\nPac. J. Comput. Engin. (2015) 2:2, DOI 10.1186/s40540-015-0014-y, (http://\ncreativecommons.org/licenses/by/4.0/).
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