Symbolic computation of solutions for three generalized nonlinear partial differential eQuations by using the tanh method

  • Alvaro H. Salas Universidad de Caldas, Department of Mathematics, Universidad Nacional de Colombia,.
  • Cesar A. Gómez Department of Mathematics, Universidad Nacional de Colombia.
Palabras clave: Nonlinear partial differential equation, KdV equation, Boussinesq equation, fKdV equation

Resumen

Three nonlinear partial differential equations, namely, the standard KdV equation, the Boussinesq equation and the generalized fifthorder KdV equation are considered here from of point the view of construct exact solutions for them. The equations that we consider here are in its most general form. New exact solutions which include periodic and soliton solutions are formally derived by using the tanh method. The programming language Matematica is used.

Cómo citar
Salas, A. H., & Gómez, C. A. (2009). Symbolic computation of solutions for three generalized nonlinear partial differential eQuations by using the tanh method. Revista Colombiana De Computación, 10(1), 120–137. Recuperado a partir de https://revistas.unab.edu.co/index.php/rcc/article/view/1140

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Publicado
2009-06-01
Sección
Artículo de investigación científica y tecnológica

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