哈密顿系统

哈密顿系统的格子Boltzmann模型

A Lattice Boltzmann Model for the Hamilton System

涉及含时哈密顿系统的动力学和Berry相位，并引入绝热近似的概念。

Adiabatic approximation is pulled in for explaining time-dependent Hamilton system and Berry phase .

基于端口哈密顿系统与PI控制原理的异步电动机转速调节

Speed Regulation of Induction Motors Based on Port-Controlled Hamiltonian Systems and PI Control Principle

最后讨论了受控时滞哈密顿系统的L2干扰抑制控制问题。

Finally , the L2-disturbance attenuation control of port-controlled time-delay Hamiltonian systems are discussed .

近哈密顿系统的Hopf分岔

Hopf bifurcation of a perturbed Hamiltonian system

同时首次给出了关于x轴对称的哈密顿系统存在尖点环的充分必要条件。

Then we investigate the necessary and sufficient conditons for a kind of Hamiltonian system which is symmetric with respect to the x-axis exhibiting a cuspidal loop .

自20世纪60年代以来，物理科学领域中的非线性科学，尤其是周期受击的哈密顿系统，展现出非常复杂的动力学现象，并且随着打击强度k的增加，系统出现混沌。

Since 1960s , nonlinear science has achieved encouraging results , especially the periodically kicked Hamilton system exhibits very complicated dynamics phenomenon . As κ increases , the system emergence chaos .

Bateman哈密顿系统中的压缩

Squeezing in the Bateman Hamiltonian System

基于有源电力滤波器（APF）的端口受控哈密顿系统（PCH）平均化模型，提出了一种采用滑动耗散阻尼限幅的自适应L2增益控制新方法。

The paper proposes a novel nonlinear L2 gain control method based on the averaged port controlled Hamiltonian ( PCH ) model of active power filter ( APF ) .

最近，基于能量成形的端口受控哈密顿系统（PCH）控制已经引起了广大电机控制专家的重视。

Recently , the principle based on energy-shaping and port-controlled Hamiltonian systems ( PCH ) have aroused many motor control experts ' attention .

第四章考虑了两类可积非哈密顿系统，对于其中的一类得到了有限平面内在n次多项式扰动下分支出的极限环的个数的上确界是[n/2]。

For the former , it is proved that the system under the polynomial perturbations has at most [ n / 2 ] limit cycles in the finite plane and the upper bound is sharp . The proof relies on a careful analysis of a related Abelian integral .

一些结构比较复杂的哈密顿系统也可以用IEO方法来求解，如半无限原子链和奇异谐振子等模型。

Some complicated Hamiltonians can also be solved by IEO method , such as semi-infinite chain model and singular oscillator model .

利用测度同步原理分别对耦合标准映象和耦合Duffing哈密顿系统进行了混沌控制，发现该控制方法简单、控制效果稳定性好并能保持系统地保守性，因此增加了对保守系统的控制方法。

By using the principle of MS , we also studied chaos control on the coupled standard maps and coupled Duffing Hamiltonian systems , found that the control method is simple and stable , thereby increasing the control of conservative systems .

采用预置反馈方法，将电力系统中存在的一类仿射非线性系统转换为标准的哈密顿系统，从而导出了单机无穷大电力系统下SVC的PCH（端口受控哈密顿）模型。

A pre - feedback method is firstly proposed to transform an affine nonlinear system existing globally in power system into a standard Hamiltonian system . Based on it , the port controlled Hamiltonian PCH model of SVC is presented respectively in the single machine infinite - bus power system .

哈密顿系统和耗散系统下光孤子间的相互作用

Interactions of Optical Solitons in Hamiltonian Systems and in Dissipative Systems

基于哈密顿系统理论的超导储能装置控制器的设计

Superconducting magnetic energy storage controller design based on Hamiltonian system theory

高斯白噪声激励下拟可积哈密顿系统的可靠性

Study on reliability of quasi-integrable-hamiltonian systems under Gaussian white noises

哈密顿系统法向双曲退化低维不变环面的保持性

Persistence of hyperbolic-type degenerate lower dimensional Tori in Hamiltonian Systems

拟可积哈密顿系统中噪声诱发的混沌运动

Noise-induced chaotic motions in quasi - integrable - Hamiltonian Systems

基于广义哈密顿系统理论的汽轮调速器分散无源控制

Decentralized passive control of turbo-generators based on the generalized Hamiltonian system theory

双馈感应电动机的哈密顿系统建模与控制

Hamiltonian systems modeling and control of a doubly-fed induction machine

约束哈密顿系统和超对称中若干问题的研究

Studies on Some Problems in Constrained Hamilton System and Supersymmetry

辛方法在一维声子晶体和摄动哈密顿系统中的应用

Applications of Symplectic Method on One-dimensional Phononic Crystals and Perturbed Hamiltonian System

约束哈密顿系统在相空间中的精确不变量与绝热不变量

Exact invariants and adiabatic invariants of constrained Hamiltonian systems in phase space

该文研究一类五次的哈密顿系统。

This paper studies a class of quintic Hamiltonian system .

两类离散哈密顿系统极限点型的判定

Limit Point Criteria for Two Classes of Discrete Hamiltonian Systems

非线性哈密顿系统的有限元法研究及比较

The Research and Comparison of Continuous Finite Element Method of Nonlinear Hamiltonian System

一类二阶超二次哈密顿系统的周期解

Periodic Solutions of Second-order Hamiltonian Systems with Super-quadratic Potentials

非线性振动系统中典型的平面哈密顿系统分析

Analyzing the typical plane Hamilton systems of nonlinear vibration

一个哈密顿系统正则动量的软模振荡

Soft-mode oscillations of canonical momenta in a Hamiltonian system