片语

very shallow water wave极浅水波

shallow water tidal wave浅水潮波

shallow water wave problem浅水波问题

shallow-water wave equation浅水波方程

shallow water wave problems浅水波问题

deep-and shallow-water wave solutions深水

shallow-water wave speed浅水波速

英汉例句

• In this paper, some basic problems of nonlinear shallow water wave model are studied.

  本文对浅水非线性波模型的若干基础问题进行研究。

• In this paper, based on the computerized symbolic computation, solutions of variable-coefficient the generalized shallow water wave equation are obtained.

  利用该方法，运用计算机符号计算，求出了变系数的一般浅水波方程的孤子解。

• The numerical results agree with those of available literatures and show that the method is robust and stable for getting the discontinuous solutions of the shallow water wave equation.

  计算结果与已有文献结果基本一致，证明该方法有效、稳定，能够模拟浅水长波方程中的间断解问题。

• Therefore, a new mixed characteristics numerical computational scheme is proposed for the LAGFD-WAM numerical wave model and is applied in simulating the shallow water wave in this paper.

  为此LAGFD -WAM海浪数值模式提出了一种新的特征线混合数值计算格式，并应用于浅水海浪数值模拟。

• The model system is made up of two main sections, the calculating module for shallow water wave transformation, the calculating module for harbor wave diffraction.

  本文模型系统主要由两部分组成，波浪浅水变形计算模块和港内波浪绕射计算模块。

• In chapter 6, the orbital stability and linear stability of the solitary wave solutions of shallow water wave systems is discussed.

  第六章讨论了浅水波系统孤立波的稳定性问题。

• In chapter 7, the application of shallow water wave systems in the research of tsunamis models is studied.

  第七章讨论了浅水波系统在海啸模型研究中的应用。

• In chapter 5, the classification of the traveling wave solutions of shallow water wave systems is studied.

  第五章讨论了浅水波系统行波的分类问题。

• In this paper, variable separation solution and soliton excitations of the (1 + 1) -dimensional generalised shallow water wave equation are obtained.

  研究(1 +1)维广义的浅水波方程的变量分离解和孤子激发模式。

• It is pointed out that the WKB method can be applied to a wider kind of partial differential equations. The method is applied to linearized shallow water wave equations.

  本文首先指出WK B方法可适用于更广泛的一类方程，并把它应用于线性化浅水波方程。