adiabatic approximation
英
美
绝热近似
双语例句
- We proceed to expanding the exact evolving state for the system in terms of the eigenstates of the instantaneous Hamiltonian obtaining the corrections tO an arbitrary order in the adiabatic approximation.
将此系统精确的演化态按哈密顿量的瞬时本征态展开，可以得到绝热近似的任意阶修正。 - Quantum adiabatic approximation is widely used in quantum physics.
量子绝热近似在量子物理学中有着广泛的应用。 - And it is noted that the precision of the adiabatic approximation is mainly dependent on the coupling constant.
并且指出了绝热近似的好坏主要由耦合常数的大小决定。 - Some theoretical problems related to quantum adiabatic approximation is discussed in this part.
这一部分主要讨论与量子绝热近似有关的一些理论问题。 - In the adiabatic approximation, the ground states energy of the electron in the parabolic quantum well structures was studied under an external magnetic filed. The results for a ( CaN/ Al_xCa_ ( 1-x) N) parabolic quantum well were obtained.
采用变分法，研究了外界磁场对抛物量子阱中基态能量的影响，并给出抛物量子阱CaN/AlxCa1-xN中的数值结果。 - In the adiabatic approximation, electron-phonon interaction effects on surface states of piezoelectric crystals are studied.
采用LLP中间耦合方法，研究了电子-声子相互作用对压电表面的影响。 - By use of adiabatic approximation in synergetic theory, the variables in the equation set describing the fault are divided into fast transition parameters and slow transition parameters, then by means of eliminating the fast transition parameters the equation set is simplified;
利用协同学理论下的绝热近似等效原理将描述故障的方程组中的变量划分为快驰豫参量和慢驰豫参量，并消去前者使方程简化； - The Geometrical Structure of Berry Phase in Quantum Adiabatic Approximation
量子绝热近似中Berry相因子的几何结构 - The energy spectrum of the electron and hole is calculated using the transfer matrix formalism in the adiabatic approximation.
在绝热近似条件下，采用传递矩阵方法计算了电子和空穴的能谱。 - The problems on calculating of the second and the third cosmic velocity are analyzed. The third cosmic velocity of 13.6 km · s-1 is obtained in the adiabatic approximation.
本文分析了第二、第三宇宙速度计算中存在的问题，导出绝热近似下第三宇宙速度的数值为13.6km/s。 - On the applicability of the adiabatic approximation in multi-phonon recombination theory
多声子复合理论中绝热近似是否失效的问题 - Hence, we give a new expression of Slaving Principle and study its relation to Adiabatic Approximation.
为此给出了役使原理的新表述，并探讨两者的关系。 - Adiabatic approximation is pulled in for explaining time-dependent Hamilton system and Berry phase.
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。 - The applicable condition of adiabatic approximation is equal to that of linear differential equation when γ>> β.
在摄动法可以应用，当γ■β时，绝热近似的适用条件与线性方程时一致。 - Adiabatic Approximation Model for Coupled Oscillator
耦合振子绝热近似模型 - In this paper the adiabatic approximation method is applied to Ising model and a microscopic approach for this kind of problems is provided.
本文将绝热近似方法用于Ising模型，提供了处理该类问题的一个微观方案。 - The stochastic resonance ( SR) in an optical bistable system under the simultaneous action of multiplicative and additive noises and periodic signal is studied using the adiabatic approximation theory.
运用绝热近似理论，研究了由加性噪声和乘性噪声及周期信号驱动的光学双稳系统的随机共振现象。 - Based on Lin's adiabatic approximation theory, the validity of the adiabatic approximation for coupled oscillator was discussed in this paper.
本文在Lin的绝热近似基础上讨论了耦合振子绝热近似的有效性。 - In Chapter 2, the effective mass approximation and adiabatic approximation are applied to calculate the electronic energy spectra of the InAs/ In_xGa_ ( 1-x) As DWELL under various structural parameter.
第2章中，在有效质量近似框架内，采用绝热近似，计算了量子阱中InAs／InxGa（1-x）As自组织量子点（DWELL）的电子能谱和光学性质。 - Application of Adiabatic Approximation Method to Ising Model
绝热近似方程对Ising模型的应用 - Rate Constant of Vibrational Redistribution in Molecules Using Adiabatic Approximation Model
绝热近似模型中分子振动重新分布速率常数 - The development of the quantum adiabatic theorem and adiabatic approximation before and after the discovery of Berry ′ s phase is reviewed, with emphasis on the physical concepts involved.
阐述了量子绝热定理和绝热近似的现状、物理概念和方法，也回溯到它们的历史渊源和演变，强调Berry相位的发现对量子绝热定理的影响。 - The effective mass approximation and adiabatic approximation are applied to calculate the electronic energy spectra of InAs/ In 1-x Ga x As self assembled quantum dots in a well ( DWELL) structure under various structural parameters.
采用有效质量近似和绝热近似，计算了量子阱中InAs/In1-xGaxAs自组织量子点（点在阱中，DWELL）的电子结构和光学性质。 - Exact Elimination and Adiabatic Approximation of Fast Relaxation Variables for Deterministic Systems
确定论系统快弛豫变量的精确消去和绝热近似 - The partial adiabatic approximation is adopted beca-use the whole accident process takes a very short time.
由于整个事故过程所需时间很短，我们采用了部分绝热近似。 - First of all, we compare the exact solution with the adiabatic approximation solution in the vector model, and find the tunneling time in these two cases is utterly different.
我们首先对比了矢量模型下的精确解和绝热近似解，发现矢量模型下基态原子的隧穿时间与绝热近似下的结果有很多迥然相异的行为。 - In order to further understand intrinsic dynamical properties of the system, using the adiabatic approximation and the two-state theory, we dealt with the differential equation of two-species competition system.
为了进一步的研究该系统中的内在动力学特性，我们利用绝热近似理论以及双态理论对该两物种竞争系统的动力学微分方程模型作了解析处理。 - On this basis, it analyses the order parameter of the kinematics, uses the adiabatic approximation, calculus and synergy theory together to solve the kinematics equation.
分析了运动学方程的序参量，运用绝热近似法、微积分理论和协同学理论求解运动学方程。