Solitary Wave Solutions and Conservation Laws for the Generalized BBM-KdV Equation

WANG Xi; FU Zhen; HU Jinsong

doi:10.12198/j.issn.1673-159X.3831

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WANG Xi, FU Zhen, HU Jinsong. Solitary Wave Solutions and Conservation Laws for the Generalized BBM-KdV Equation[J]. Journal of Xihua University（Natural Science Edition）, 2021, 40（6）: 109 − 112. . DOI: 10.12198/j.issn.1673-159X.3831

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WANG Xi, FU Zhen, HU Jinsong. Solitary Wave Solutions and Conservation Laws for the Generalized BBM-KdV Equation[J]. Journal of Xihua University（Natural Science Edition）, 2021, 40（6）: 109 − 112. . DOI: 10.12198/j.issn.1673-159X.3831

Citation:

WANG Xi, FU Zhen, HU Jinsong. Solitary Wave Solutions and Conservation Laws for the Generalized BBM-KdV Equation[J]. Journal of Xihua University（Natural Science Edition）, 2021, 40（6）: 109 − 112. . DOI: 10.12198/j.issn.1673-159X.3831

Solitary Wave Solutions and Conservation Laws for the Generalized BBM-KdV Equation

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Abstract

In this paper, the generalized BBM-KdV equation is studied. It is proved that it has two physical conserved quantities, and the hyperbolic circumformal and hyperbolic circumcut formal solitary wave solutions of the generalized BBM-KdV equation are constructed by ansätze method.

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Solitary Wave Solutions and Conservation Laws for the Generalized BBM-KdV Equation

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