1) effective Hamiltonian
等效哈密顿量
1.
Using a recently developed Monte Carlo effective Hamiltonian method,we study the low energy physics of 1+1 dimensional quantum mechanical system V(x)=μ 2x 2+λx 4( here μ 2<0,λ>0),which is similar to Higgs potential in the standard model of unified electroweak theory.
用最近发展起来的蒙特卡罗等效哈密顿量新方法 ,研究了与量子场论中Φ4模型相似的 1 +1维量子力学系统V(x) =μ2 x2 +λx4(其中 μ2 <0 ,λ >0 )的低能物理特性 。
2) effective Hamiltonian
有效哈密顿量
1.
An effective Hamiltonian of surface polaron of interacting with the deformation potential in polar crystals is derived by using improved.
采用改进了的线性组合算符和微扰法导出了极性晶体中与形变势相互作用的表面极化子的有效哈密顿量。
2.
In section 3, the magnetic fielddependences of the effective Hamiltonian, vib.
第三节中用线性组合算符法讨论了与表面光学声子耦合强，与体纵光学声子耦合弱的表面磁极化子的有效哈密顿量、振动频率和有效相互作用势的磁场依赖性。
3.
The effective Hamiltonian and the cyclotron-reso nance frequency of the strong - coupling surface magnetopolaron are derived by using a linear combination operator method.
本文研究半无限晶体中强耦合表面极化子在磁场中的性质，采用线性组合算符法导出强耦合表面磁极化子的有效哈密顿量和回旋共振频率，并讨论这些量和磁场的关系。
3) efficiency Hamiltonian
有效哈密顿量
1.
We use a second order perturbation expansion of the evolution operator T to deduce the efficiency Hamiltonian form of two nonidentical atoms in a highly-detuned optics cavity with single mode; the two nonidentical atoms state vector with time evolution is studied under the initial state in a two-atom direct product in a vacuum optical cavity.
在大失谐条件下,使用时序算子T的二级微扰展开讨论了单模光学腔中放置不同原子时有效哈密顿量的形式;并进一步讨沦了在真空光学腔场中,初态为直积态的两不同原子状态随时间的演化规律,研究的结果显示:(1)两不同原子具有|△1-△2|》max(g1,g2)或△1+△2=0性质时,态在演化过程中保持仍为直积态的形式,不会出现纠缠态的情形,(2)两不同原子具有|△1-△2|《maX(g1,g2)性质时,态在演化过程中出现纠缠态的情形,在特定的时刻出现最大纠缠态。
4) Hamiltonian
[英][,hæmil'təuniən] [美][,hæmḷ'tonɪən]
哈密顿量
1.
Size Consistency Study on the Single Reference Perturbation Theory with Two Hamiltonian Partitions;
两种哈密顿量划分的单参考态微扰展开式的大小一致性研究
2.
The Calculation of the Effective Hamiltonian of the Cavity Superconductor;
空穴型超导体有效哈密顿量高阶项的计算
3.
The Hamiltonian of Heteronuclear Hydrogen Molecular Ion HD~+ in Magnetic Field;
异核氢分子离子HD~+在磁场中的哈密顿量
5) time-independent effective Hamiltonian
不含时等效哈密顿
1.
The present paper deals with the geometric phase for the quantum system whichcan be transformable to those with the time-independent effective Hamiltonian,and gives anew approach to calculate the Geometric phase.
本文研究了可化为不含时等效哈密顿的量子体系的几何位相问题，给出了处理这一问题的一个新的方法。
6) hierarchy of hamiltonians
哈密顿量等级系统
1.
It is shown that generalized supersymmetric formalism can be used to construct a hierarchy of Hamiltonians isospectral to a given potential.
因此,能够利用广义超对称形式,可构造出与已知哈密顿量等能谱的哈密顿量等级系统。
