| نویسندگان | رسول کاظمی نجف آبادی-مسعود مصدقی |
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| تاریخ انتشار | ۰-۰-۰۱ |
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چکیده مقاله
By using bifurcation theory of planar dynamical systems, we classify all bounded travelling wave solutions of the
general Burgers-Boussinesq equation, and we give their corresponding phase portraits. In different parametric regions, different
types of travelling wave solutions such as solitary wave solutions, cusp solitary wave solutions, kink(anti kink) wave solutions and periodic wave solutions are simulated. Also in each parameter bifurcation sets, we obtain the exact explicit parametric
representation of all travelling wave solutions.