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Nonautonomous Motion Study on Accelerated and Decelerated Lump Waves for a (3 + 1)-Dimensional Generalized Shallow Water Wave Equation with Variable Coefficients

机译：具有变系数的（3 + 1） - 二维广义浅水波方程加速和减速块波的非自治运动研究

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Wei-Qin Chen; Qing-Feng Guan; Chao-Fan Jiang; Fei-Fan Zhang; Lei Wang;
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1. Nonautonomous Motion Study on Accelerated and Decelerated Lump Waves for a (3?+?1)-Dimensional Generalized Shallow Water Wave Equation with Variable Coefficients [J] . Wei-Qin Chen, Qing-Feng Guan, Chao-Fan Jiang, Complexity . 2019,第1期

机译：促进和减速块波的非自治运动研究（3？+α1） - 具有变系数的二维广义浅水波方程
2. Characteristics of lump solutions to a (3+1)-dimensional variable-coefficient generalized shallow water wave equation in oceanography and atmospheric science [J] . Liu Jian-Guo, Zhu Wen-Hui, He Yan, European Physical Journal Plus . 2019,第8期

机译：海洋和大气科学中（3 + 1）二维变系数广义浅水波方程的肿块解的特征
3. Bilinear Backlund transformation, soliton and periodic wave solutions for a -dimensional variable-coefficient generalized shallow water wave equation [J] . Huang Qian-Min, Gao Yi-Tian, Jia Shu-Liang, Nonlinear dynamics . 2017,第4期

机译：二维变系数广义浅水波方程的双线性返回变换，孤子和周期波解
4. Study of the Variable Separation Solutions and Chaotic Behaviors for the Extended (2+1)-Dimensional Shallow Water Wave System [C] . Xiao-Xin Zhu, Song-Hua Ma, Qing-Bao Ren International Conference on Intelligent Structure and Vibration Control . 2013

机译：延伸（2 + 1）浅水波系统的可变分离溶液和混沌行为的研究
5. Numerical realization of the generalized Carrier-Greenspan transform for the shallow water wave equations. [D] . Harris, Matthew W. 2015

机译：浅水波方程广义Carrier-Greenspan变换的数值实现。
6. On shallow water waves in a medium with time-dependent dispersion and nonlinearity coefficients [O] . Hamdy I. Abdel-Gawad, Mohamed Osman 2015

机译：时变和非线性系数随时间变化的介质中的浅水波
7. Lump solutions to the (2+1)-dimensional shallow water wave equation [O] . Ma Hong-Cai, Ni Ke, Deng Aiping 2017

机译：（2 + 1）维浅水波方程的整体解

Nonautonomous Motion Study on Accelerated and Decelerated Lump Waves for a (3 + 1)-Dimensional Generalized Shallow Water Wave Equation with Variable Coefficients

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