1) Quasi integrable Hamiltonian system
拟可积哈密顿系统
2) near integrable Hamiltonian system
近可积哈密顿系统
3) nonintegrable Hamiltonian systems
不可积哈密顿系统
1.
The studying of chaotic dynamics of nonintegrable Hamiltonian systems is a very important theoretic and applicable topic, and it s one of the frontier problems of nonlinear fields.
对不可积哈密顿系统混沌运动的研究具有重要的理论意义和实际应用价值,对它的混沌控制和半经典量子化研究是现代非线性科学重要研究课题。
4) non-Hamiltonian
可积非哈密顿系统
5) separable Hamiltonian system
可分哈密顿系统
6) quasi generalized Hamiltonian systems
拟广义哈密顿系统
1.
Based on the integrability and resonance of generalized Hamiltonian systems, quasi generalized Hamiltonian systems are classified as completely non-integrable, completely integrable and non-resonant, completely integrable and resonant, partially integrable and non-resonant, partially integrable and resonant cases.
基于广义哈密顿系统的可积性与共振性,本文将拟广义哈密顿系统分为完全不可积、完全可积非共振、完全可积共振、部分可积非共振、部分可积共振五类,然后分别建立了五类拟广义哈密顿系统的随机平均方程,最后给出了一个例子说明拟广义哈密顿系统随机平均法的应用。
