THE SINE-COSINE FUNCTION METHOD FOR THE EXACT SOLUTIONS OF NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS

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In this paper, we established a traveling wave solution by using Sine-Cosine function algorithm for nonlinear partial differential equations. The method is used to obtain the exact solutions for different types of nonlinear partial differential equations such as, the (2+1) – dimensional nonlinear Schrödinger equation, The Schrödinger-Hirota equation, Gardner equation, modified KdV equation, perturbed Burgers equation, and general Burger’s-Fisher equation, which are the important Soliton equations.

DOI : https://d1wqtxts1xzle7.cloudfront.net/32374226/2012_4_ijrras-journal_he1242_THE_SINE-COSINE_FUNCTION_METHOD_FOR_THE_EXACT_SOLUTIONS_OF_NONLINEAR_PARTIAL_DIFFERENTIAL_EQUATIONS-libre.pdf?1391626286=&response-content-disposition=inline%3B+filename%3DTHE_SINE_COSINE_FUNCTION_METHOD_FOR_THE.pdf&Expires=1712478355&Signature=OXBosU5MJG-6PzVq39QFlYeyuI49b5ivl9et~LJ4GAhuJIVW9XIafDJWZQJzApcXBiPLbq4KgX8CjcC5JByQbyVBbxCV6Jzb5gplQxCnZoTtN0jVvMuGozM7EnmkSpZaZo7I4iT91Y8inXtisARRvE2sxEH61tFpal0UTCBLe0ooEh7pu9Y53jmjaVyTFzxhs9A0jHLrWZyRuebBeslhDe8eDihiPgxOpXBwYAeZGvL-CEzGhxaeNSh1jolDf5oqARTOyER9EbJ2m4UhRj4Hf3-gLfcDzR3K5AKa7qUwHvixSf1WM-Ge-NHTayOmfnG~FGZx2lDAQRws2DBas-0OLg__&Key-Pair-Id=APKAJLOHF5GGSLRBV4ZA