1) general pendulum equation
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广义摆方程
1.
The particle motion equation is reduced to the general pendulum equation with a dampping and a force terms in the classical mechanics frame based on the bistable state effect of the superlattice quantum well.
引入正弦平方势,在经典力学框架内,把粒子的运动方程化为具有阻尼项和受迫项的广义摆方程。
2) generalized forced pendulum equation
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广义受迫摆方程
1.
The existence and uniqueness of the almost periodic solution for a generalized forced pendulum equation
一类广义受迫摆方程概周期解的存在唯一性
3) generalized equation
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广义方程
4) generalized Boussinesq equation
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广义Boussinesq方程
1.
Smooth soliton solutions and different kinds of periodic traveling wave solutions for a generalized Boussinesq equation;
广义Boussinesq方程的光滑孤子解和各种周期行波解
2.
In this paper,the qualitative theory of differential equations and the bifurcation method of dynamical systems are used to investigate the existence of the solitary peakon solution to a generalized Boussinesq equation.
利用微分方程定性理论和动力系统分支方法,对一类广义Boussinesq方程的孤立尖波解的存在性进行了研究。
3.
Then an implicit multi-symplectic scheme equivalent to the multi-symplectic Box scheme was constructed to solve the partial differential equations(PDEs) that were derived from the generalized Boussinesq equation.
广义Boussinesq方程作为一类重要的非线性方程有着许多有趣的性质,基于Hamilton空间体系的多辛理论研究了广义Boussinesq方程的数值解法,构造了一种等价于多辛Box格式的新隐式多辛格式,该格式满足多辛守恒律、局部能量守恒律和局部动量守恒律。
5) generalized Riccati equation
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广义Riccati方程
1.
On Integrability Conditions of Generalized Riccati Equation——To discuss about it with Mr.Zhao Linlong;
关于广义Riccati方程的可积条件——与赵临龙先生商榷
2.
The generalized Riccati equation is introduced in a class of uncertain nonlinearly generalized interconnection systems with saturation input to design the decentralized and generalized robust stabilization controllers relevant to such systems.
采用广义Riccati方程,对一类具有输入饱和的不确定非线性广义交联系统,给出了一种分散广义鲁棒镇定控制器的设计。
3.
This paper considers one kind of generalized Riccati equation.
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考虑一类广义Riccati方程,通过函数变换,在所给条件下,将这类方程等价地化为变量分离方程,从而得到了该方程可积的三个充分性判据,并给出方程通解的参数表达形式,扩大了Riccati方程的可解性范围。
6) Generalized KdV equation
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广义KdV方程
1.
Overview of F-expansion Method and Solitary Wave Solutions of two Generalized KdV Equations;
F展开法综述和两个广义KdV方程的孤立波解
2.
Solitary Wave Solutions to a fifth order generalized kdv equation;
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5阶广义kdv方程的孤波解
3.
A new generalized KdV equation K(m,n,1) is studied,namely ut+β1(um)x+β2(un)3x+β3u5x=0(m,n>1).
研究了一类新型的广义KdV方程K(m,n,1):ut+β1(um)x+β2(un)3x+β3u5x=0(m,n>1),用拟设法求出了它的Compacton解(即在有限区间外为0的孤波解),得到它的图像 并且考虑了Hamiton结构和守恒量,得到了三个守恒量 最后推广到一般的形式ut+β1(uk)x+ nβi(uk)(2i-1)x+βn+1u(2n+1)x=0 i=
补充资料:广义
范围较宽的定义(跟‘狭义’相对):~的杂文也可以包括小品文在内。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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