1) discrete nonlinear coupled equations
离散非线性耦合方程组
2) Coupled nonlinear diffusion equations
耦合非线性扩散方程
3) coupled nonlinear landau equations
耦合非线性Landau方程组
4) nonlinear coupled VB equations
非线性耦合VB方程组
1.
By constructing auxiliary functions,some new exact traveling wave solutions of the nonlinear coupled VB equations are obtained,which include solitary wave solutions,trigonometric function solutions,Jacobian elliptic function solutions and rational solutions,and some solutions are complex linear solutions.
利用构造辅助函数的方法,给出了非线性耦合VB方程组的某些新的精确行波解,包括孤子解、三角函数解、椭圆函数解和幂函数解,其中某些解还是复线型的。
5) coupled nonlinear Klein-Gordon equations
耦合非线性Klein-Gordon方程组
1.
In this paper,a variational approach is first presented to study a class of coupled nonlinear Klein-Gordon equations in three space dimensions.
本文用变分法研究三维空间中一类耦合非线性Klein-Gordon方程组。
6) coupled nonlinear equations
耦合非线性方程
1.
In this paper ,by direct algebraic method and suitable ansatz exact taveling wave solutions are given to some coupled nonlinear equations of physical interest,such as the coupled Zakharov-Kuznetsov and the coupled kadomtsev-Petviashili equations describing the interaction of long nonlinear waves in fluid flows.
应用代数方法与适当假设 ,给出了一些具有物理意义的耦合非线性方程的精确行波解 ,方程类型包括流体力学中描述长波相互作用模型耦合Zakaharov -Kuznetsov ,耦合Kadomtsev -Petviashili方程等 。
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