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- Study on soliton wave solutions of nonlinear wave equation with a new method 构造非线性波动方程孤波解的一种新方法
- soliton wave solutions 孤波解
- In this paper,the nonlinear dynamics feature of soliton wave in protein molecular have been studied by means of the quantum theory. 本文运用量子力学方法对蛋白质分子中孤波传播的非线性动力学特征进行了探讨。
- The new periodic wave solutions for cubic nonlinear Schr dinger equation[J]. 引用该论文 豆福全;石玉仁;孙建安;段文山;吕克璞;洪学仁.
- The underlying method is based on the simple wave solutions of a system of hyperbolic partial differential equations. 基本的方法是以双曲型偏微分方程组的简单波解为根据的。
- The result indicate that the soliton wave which is responsible for transporting bioenergy and bioinformation is strongly influenced by the free radicad injury from ionization irradiation. 研究表明：电离辐射产生的自由基对蛋白质分子的伤害将会对携带能量、信息的孤立子波传播产生较为显著的影响。
- A special type of unsteady motions which bear a resemblance to plane wave solutions of the linear theory of elasticity can be constructed. 一种特殊类型的、和线性弹性理论中的平面波解有点相象的非稳态运动可以建立起来。
- The method also can be applied to seek some special types of exact solitary wave solutions to other nonlinear PDE. 这个方法也可以用来寻找其他非线性偏微分方程的精确孤立波解。
- Soliton waves can travel long distances with little loss of energy or structure. 孤波可以长距离传播而能量或声波结构几乎不损伤。
- These solutions may be reduced to the envelope solitary wave solutions under some conditions. 由这种方法得到的包络周期解在一定条件下可以退化为包络冲击波解或包络孤立波解.
- The extended homogenous balance method is applied to find solitary wave solutions of nonlinear evolution equations. 摘要为了求非线性发展方程的孤立波解，提出了齐次平衡法的扩展应用。
- The formal variable separation approach is developed to find multiple solitary wave solutions for nonintegrable models. 形式分离变量法被推广应用于寻求不可积模型的多孤立波解。
- The monotone and oscillatory front wave solutions in a class of reaction-diffusion equations is studied . 本文讨论一类反应扩散方程的单调波前解及振荡波前解的存在性；
- Therefore, these equations with vanishing body forces cannot admit plane wave solutions under an arbitrary initial state of stress. 因此，这些方程当彻体力为零时，在任意的初始胁强状态下并不具备平面波解。
- Using the modified Jacobi elliptic function expansion method,the periodic wave solutions for the coupled nonlinear Klein-Gordon equations are obtained. 利用修正的Jacobi椭圆函数展开方法;获得了一类耦合非线性Klein-Gordon方程组的周期解.
- Abstract: The homogeneous balance method is a effective method of finding solitary wave solutions of nonlinear evoluiton equations. 文摘:齐次平衡法给出了一种求非线性演化方程孤波解的有效方法。
- The homogeneous balance method is a effective method of finding solitary wave solutions of nonlinear evoluiton equations. 齐次平衡法给出了一种求非线性演化方程孤波解的有效方法。
- Single solitary wave solutions, multi-solitary wave solutions and exponential localized solitary wave solutions can be constructed from the results. 单孤波解、多孤波解和指数局域解都可以由本文给出的结果进行构造。
- In this paper A new hypothesis under the power transformation is given and two explicit solitiary wave solutions to general Huxlty equation are obtained. 本文在幂变换下给出了一个新的假设;得到了广义Huxlty方程的二族显式孤波解.
- The bifurcation of travelling wave solutions for the generalized water wave equations are studied by using the bifurcation theory of planar dynamical systems. 摘要应用动力系统分支理论，研究广义水波方程组行波解的分支。
