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非经典统计
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  non-classical photon statistics
     It is found that Kerr effect has a great influence on the non-classical photon statistics in the case of large single-photon detuning in the system.
     结果表明:当单光子失谐量较大时,Kerr效应对光场与级联三能级原子非共振相互作用系统的光子非经典统计性质有较大影响。
短句来源
     Kerr effect suppresses non-classical photon statistics for the weak input coherent field and enhances it for the strong input coherent field.
     对弱相干输入光场,Kerr效应降低光子非经典统计性质; 对强相干输入光场,Kerr效应有助于增强光子的非经典统计性质。
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  “非经典统计”译为未确定词的双语例句
     The time-revolution of the quantum fluctuation and the nonclassical statistical behavior for the polariton system
     极化激元系统时间演化的量子涨落特性和非经典统计行为
短句来源
     At the same time, we have obtained the new results that the statistical distribution of the photon and phonon can oscillate between super-Possion and sub-Possion distribution in a complex periodical form with time evolution, the nonlinear coupling parts contribute to the non-classical statistical feature.
     而此时光子统计分布和声子统计分布随时间演化呈现介于超Poison分布和亚Poison分布之间复杂周期振荡的新结果,非线性作用k_1项和k_2项对这种非经典统计行为都有贡献。
短句来源
     Therefor, the new quantum phenomenon that the non-classical dynamic squeezing behavior, the non-classical statistical property and the high order squeezing character of the system can all be interpreted by the evolutionary result of the two-mode rotational squeezed vacuum state.
     从而解释极化激元系统在时间演化过程中呈现的动力学压缩特性、非经典统计行为和高阶动力学压缩等新的量子现象是由于系统基态为双模转动压缩真空态的直接演化结果。
短句来源
     At the same time, it is shown that the new results indicate that the statistical distribution of the photon and phonon can oscillate between super-Poisson and sub-Poisson distribution with time evolution, the nonlinear terms k_1(a~+b+ab~+) and k_2(a~+b~++ab) have contributions to the non-classical statistical feature.
     而此时光子和声子统计分布随时间演化呈现介于超Poison分布和亚Poison分布之间复杂周期振荡的新结果,非线性作用k1项和k2项对这种非经典统计行为都有贡献.
短句来源
  相似匹配句对
     STABILITY OF NONCLASSICAL CARBONIUM IONS
     经典碳正离子的稳定性
短句来源
     Nonclassical Multiple Bonds
     经典多重键
短句来源
     Classical Design
     经典造型
短句来源
     Circuit Classical
     电路经典
短句来源
     Group Statistics
     分组统计
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In this paper, we have considered the polariton system described by the model effective Hamiltonian involving a single-mode photon field interacting with a transverse optical phonon in a more realistic form. On this basis, the dynamical evolution of the polariton system, and the quantum fluctuation and the non-classical properties for this system have been investigated in an analytic form. By the nonlinear interactions of the system, when the radiation field was initially in the coherent state and the polarization...

In this paper, we have considered the polariton system described by the model effective Hamiltonian involving a single-mode photon field interacting with a transverse optical phonon in a more realistic form. On this basis, the dynamical evolution of the polariton system, and the quantum fluctuation and the non-classical properties for this system have been investigated in an analytic form. By the nonlinear interactions of the system, when the radiation field was initially in the coherent state and the polarization wave field in the vacuum state, the radiation field and the phonon field can be developed to the squeezed state with time evolution and their second_order squeezing oscillates with time evolution in a complex periodical form. When k_1=0 or k_2=0, the squeezed effects do not occur. The non-classical properties are determined by the nonlinear coupling of the system and depend on the existence of the k_1 and k_2 terms simultaneously. At the same time, it is shown that the new results indicate that the statistical distribution of the photon and phonon can oscillate between super-Poisson and sub-Poisson distribution with time evolution, the nonlinear terms k_1(a~+b+ab~+) and k_2(a~+b~++ab) have contributions to the non-classical statistical feature.

将极化激元系统约化成模型单模光子-TO声子有效相互作用系统,在此基础上以解析形式讨论了系统的力学量、压缩态、量子涨落特性以及亚泊松分布等非经典效应的动力学演化行为.结果表明,光子场与极化波量子场彼此交换能量过程随时间演化呈振荡性质,光子场和声子场都可以演化成压缩态,其二阶压缩度随时间演化成复杂周期振荡特性,这种非经典特性是非线性相互作用的结果并且以k1项和k2项同时存在并相互关联为前提.而此时光子和声子统计分布随时间演化呈现介于超Poison分布和亚Poison分布之间复杂周期振荡的新结果,非线性作用k1项和k2项对这种非经典统计行为都有贡献.

Under the assumption that the input field is in the coherent state and the atom is prepared in the most excited state,the time evolution of the Mandel Q factor in a system consisting of a cascade atom embedded in a Kerr medium is investigated by using the full quantum mechanical scheme. It is found that Kerr effect has a great influence on the non-classical photon statistics in the case of large single-photon detuning in the system.Kerr effect suppresses non-classical photon statistics for the weak input coherent...

Under the assumption that the input field is in the coherent state and the atom is prepared in the most excited state,the time evolution of the Mandel Q factor in a system consisting of a cascade atom embedded in a Kerr medium is investigated by using the full quantum mechanical scheme. It is found that Kerr effect has a great influence on the non-classical photon statistics in the case of large single-photon detuning in the system.Kerr effect suppresses non-classical photon statistics for the weak input coherent field and enhances it for the strong input coherent field.

在假设输入光场为单模相干场,原子制备在最高激发态的条件下,运用全量子论方案研究了Kerr介质腔中M andel Q因子随时间演化特点。结果表明:当单光子失谐量较大时,Kerr效应对光场与级联三能级原子非共振相互作用系统的光子非经典统计性质有较大影响。对弱相干输入光场,Kerr效应降低光子非经典统计性质;对强相干输入光场,Kerr效应有助于增强光子的非经典统计性质。

 
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