nonlinear wave信息详情
非线性波动,非线性波
wave───v.挥手;挥手示意;挥舞;飘扬;使(头发)略呈波形;n.海浪;心潮;涌现的人(或物);挥手;波;(头发)卷曲;(感情)爆发
make wave───制造浪潮;扰乱正常的做法或常规
black wave───黑波
Wave hooves───波蹄
body wave───[力][地物]体波
bungles wave───蹦极波
crime wave───(某一地区短时期内的)犯罪率激增;恶浪
evanescent wave───衰逝波; 渐逝波; 瞬逝波; 损耗波;[地物]消散波;损耗波;[光]隐失波
cresting wave───波峰
Lattice systems and nonlinear wave equations are two kinds of very important infinite dimensional dynamical systems.───格点系统与非线性波动方程是两类很重要的无穷维系统。
This paper discusses the boundary value problem of the nonlinear wave equation with damping.───本文讨论有阻尼的非线性波方程的边值问题。
The results show the method is simple and effective and can be applied to other nonlinear wave equations.───结果表明该方法简单有效,并且可以应用到其它的非线性波动方程。
The initial boundary value problem of the nonlinear wave equation with the weak damping term and a source term was studied.───研究了含弱阻尼和源项的非线性波方程初边值问题。
Dissipative nonlinear wave equation; Approximate symmetry; Symmetry reduction; Series solution.───耗散非线性波动方程;近似对称;对称约化;级数解。
The nonlinear wave generated by wave-making board is a typical problem of the interactions of nonlinear wave with bodies.───造波板运动生成非线性波问题是研究物体与波浪非线性相互作用的典型例子。
We present a method for the classification of all weak travelling-wave solutions for some dispersive nonlinear wave equations.───我们提出一个方法的分类所有薄弱行波解的一些色散非线性波动方程。
The nonlinear wave shape degenerates to a sinusoidal wave.───非线性波形衰减成正弦波。
The dispersive wave equation is a class of nonlinear wave equations.───粘性色散波方程是一类非线性方程族。
Nonlinear wave packets serve as internal carriers of the external system dynamics, accomplishing the filtering of large dimensional signals.
According to the giving wave spectrum, the coefficient of nonlinear wave filter is gotten by the method of stochastic averaging.
The time periodic solution problem of damped generalized coupled nonlinear wave equations with periodic boundary condition was studied.
The result shows that real wave can be simulated by the nonlinear wave filter.
In the second chapter, we will study the existence and uniqueness of the local generalized solution to the initial boundary value problem for a class of nonlinear wave equation of higher order.
The nonlinear wave shape degenerates to a sinusoidal wave.
This paper proves the existence of the time-periodic weak solution for a class of nonlinear wave equation of higher order by means of the critical point theory.
Using the group foliation method to solve the nonlinear wave equation.
The double solutions correspond possibly to the wave-particle duality in quantum theory, and connect the double solution theory of the nonlinear wave mechanics.
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