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Solutions and conservation laws of Benjamina€“Bonaa€“Mahonya€“Peregrine equation with power-law and dual power-law nonlinearities

机译:具有幂律和对偶幂律非线性的本杰米纳·博纳·马洪亚·佩奇林方程的解和守恒律

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In this paper, exact solutions of Benjamina€“Bonaa€“Mahonya€“Peregrine equation are obtained with power-law and dual power-law nonlinearities. The Lie group analysis as well as the simplest equation method are used to carry out the integration of these equations. The solutions obtained are cnoidal waves, periodic solutions and soliton solutions. Subsequently, the conservation laws are derived for the underlying equations.
机译:本文利用幂律和对偶幂律非线性方程,得到了本杰米纳·博纳(Beonaa)·马洪亚(Mahonya)—Peregrine方程的精确解。使用李群分析以及最简单的方程方法对这些方程进行积分。所获得的解是正弦波,周期解和孤子解。随后,导出了基本方程的守恒定律。

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