The calculated results show that a new stable ground state can be developed on account of spin phonon coupling.
计算结果表明，自旋-声子耦合相互作用可以使系统建立一个新的稳定基态。
Under rotating wave approximation, the total coherent Hamiltonian of photon-phonon coupling system driven by incident field is introduced.
在旋转波近似下，得到在入射光驱动下光子-声子耦合体系的总的相干性哈密顿算符。
Two simplified models, statistical model and electron-phonon coupling model, for the ideal metal electrical resistivity have been put forward.
提出了纯金属电阻率的两个简化模型：一个统计模型，一个电子一声子耦合模型。
The relation of these quantities with the effective confinement length of the quantum dot, and the electron-phonon coupling strength is discussed.
而强耦合极化子的振动频率随量子点的有效受限长度的减小而迅速增加。
The electron-phonon coupling intensity are studied by 2LO/LO. When the size of CdS clusters decrease, the electron-phonon coupling will strengthen.
利用二级LO声子的振动强度与一级LO声子的振动强度之比（2LO/LO），研究团簇电声子耦合强弱的结果表明，随着团簇尺寸减小，电声子耦合增强。
Polaron is the quasi particle of the electron-longitude optical phonon coupling system, which is an important subject in the condensed matter physics.
极化子是电子与光频支纵声子相耦合系统的准粒子，是凝聚态物理学中的一个重要课题。
Theoretical results show that the exciton-phonon coupling reduces both the exciton binding energies and the Stark shifts by screening the Coulomb interaction.
研究结果表明，激子-纵光学声子相互作用通过屏蔽的库仑势减少了激子结合能及其相应的斯塔克能移。
In this paper, the effect of electron-phonon coupling on the bandwidth of impurity absorption has been considered with a one-dimensional model of crystal lattices.
在这篇文章中，我们用一维晶格模型讨论了杂质中心中电声子耦合强度的问题。
Moreover, the influences of the non-nearest neighbor hopping interactions and electron-phonon coupling on the distribution of the charge density and spin density are also discussed.
此外，对系统中的电荷密度和自旋密度分布受非最近邻电子跳跃相互作用和电-声耦合的影响情况亦进行了讨论。
The oscillating period decreased with increasing, the electron-LO-phonon coupling strength, and it showed that the existence of phonon resulted in decreasing the coherence of qubit.
振荡周期随耦合强度增大而减小，说明声子将导致量子比特相干性降低；
The results showed that electronic thermal conductivity had different effects on electronic maximum temperature, electron-phonon coupling time and electron-phonon coupling temperature.
结果表明：电子热导率对金靶材表面电子最高温度，电声耦合时间及电声耦合温度都有不同程度影响。
The ground state binding energy is increasing function of the electron-phonon coupling strength, whereas the vibrational frequency is decreasing function of the aspect ratio of the ellipsoid.
基态结合能随电子-声子耦合强度的增加而增大。振动频率随椭球的纵横比的增加而减少。
The properties of bound magnetopolaron with strong electron-LO phonon coupling were studied using a linear combination operator and a unitary transformation method in an asymmetry quantum dot.
采用线性组合算符和幺正变换方法，研究了非对称量子点中电子和体纵光学声子强耦合下束缚磁极化子的性质。
The system involves the coupling between charge and spin, the interaction between electron and phonon, and the competition between order and disorder state.
该体系涉及轨道与电荷、自旋的耦合，电子与声子的相互作用，有序态与无序态的竞争。
The Vibration frequency and the mean number of phonon of the strong coupling polaron in parabolic quantum wires will strongly increase with decreasing the effective confinement length.
强耦合极化子的振动频率和声子平均数随有效受限长度的减小而迅速增大。
In this paper, the interaction between surface electron and surface optical phonon for a strong coupling polyatomic polar crystals in magnetic field is studied.
本文研究磁场中强耦合多原子极性晶体中表面电子和表面光学声子的相互作用。
There is a weak bulk coupling but a strong surface coupling between the electrons and phonon for many polar crystals.
有不少的极性晶体，电子与体纵光学声子的耦合弱，但与表面光学声予的耦合强。
There is weak coupling between the electron and SA phonon but strong coupling between the electron and SO phonon for many polar crystals .
有些极性晶体，电子与表面光学声子（SO）耦合强，与表面声学声子（SA）耦合弱。
The ground state energy of strong-coupling polaron in parabolic quantum wires is calculated for the case where the electron interacted with bulk LO phonon and added electric field.
在考虑电子与LO声子相互作用和加电场的情况下，计算了抛物量子线中强耦合极化子的基态能量。
In this paper, a two-phonon coherent state has been introduced to investigate the influence of coupling with a quantum tunneling system on phonon states.
通过引入双声子相干态，本文研究了耗散量子隧道系统中耦合对声子态的影响。
The ground state energy of weak-coupling polaron in a parabolic quantum dot considering the phonon dispersion is calculated using the squeezed-state variational approach.
在声子色散影响下利用压缩态变分法计算了抛物量子点中弱耦合极化子的基态能量。
Discussions have been made on the above results in consideration with the coupling between layers and phonon-electron interaction.
依据层间耦合及电声子相互作用对上述结果进行了讨论。
The results indicate that the electron probability density increases with increasing the electron-LO phonon strong coupling and decreasing the confinement length.
结果显示叠加态时的概率密度随着电子-声子耦合强度的增加而增大，随着量子点受限长度的减小而增大。
The results indicate that the electron probability density increases with increasing the electron-LO phonon strong coupling and decreasing the confinement length.
结果显示叠加态时的概率密度随着电子-声子耦合强度的增加而增大，随着量子点受限长度的减小而增大。
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