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受驱动
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  a driven
     PHOTON NOISE SQUEEZING AND ITS PHYSICAL MECHANISM OF A DRIVEN VTYPE THREELEVEL LASER
     受驱动V型三能级激光的光子噪声压缩及其物理机制
短句来源
     The systematic method of Fokker-Planck equation (FPE) for the generalized Wigner distribution is used to study the multi-photon transition process of a driven optical system.
     我们应用广义Wigner分布的Fokker-Planck方程的系统方法,研究了受驱动光学系统的多光子跃迁过程。
短句来源
     The systematic method of Fokker-Planck equation (FPE) of the generalized Wigner distribution is used to study the multi-photon transition process of a driven optical system, which has the mixture of absorptive and dispersive feature.
     应用广义Wigner分布的Fokker-Planck方程的系统方法,研究了混合吸收和色散特征的受驱动光学系统的多光子跃迁过程。
短句来源
     AbstractPhoton noise squeezing and its physical mechanism of a driven V type three level laser are investigated via Scully Lamb theory. It is shown that intracavity squeezing of 10% and extracavity squeezing of 20% can be achieved. Even if the amount of squeezing in V system is smaller than that in Λ system (intracavity squeezing and extracavity squeezing of up to 50%),both systems have the same mechanism responsible for the squeezing of photon noise.
     应用SculyLamb理论研究受驱动V型三能级激光的光子噪声压缩及其物理机制.结果表明该系统可达到10%的腔内压缩和近20%的腔外压缩.尽管V型系统的噪声压缩程度远比Λ型系统(近50%的腔内和腔外压缩)低,V型系统具有与Λ型系统相同的噪声压缩机制
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  “受驱动”译为未确定词的双语例句
     THE MULTI-PHOTON QUANTUM STATISTICAL THEORY OF DRIVEN OPTICAL SYSTEMS (Ⅰ) FOKKER-PLANCK EQUATION AND GOOD CAVITY CASE
     受驱动光学系统多光子量子统计理论(Ⅰ)——Fokker-Planck方程和良腔情况
短句来源
     Preparation of Squeezed and Displaced Fock States through the Driven Jaynes-Cummings Model
     利用受驱动Jaynes-Cummings模型制备压缩位移福克态
短句来源
     Mandel Q pa ra meter and output noise spectrum of multiphoton lasers are calculated via Scully -Lamb theory.
     采用 Scully- L amb量子理论 ,计算了受驱动多光子激光的 Mandel Q因子和输出噪声谱。
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     Research of the Effect of the System Parameter on the Torus Destruction Mechanism for Forced Logistic Map
     受驱动Logistic映射系统参数对环面破坏机制的研究
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     The Solution of Undrived Damp Oscillator Equation of Motion with Duplicate Changes Number
     用复变数求未受驱动阻尼振子运动方程的解
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  相似匹配句对
     In this thesis, inspired by J.
     J.
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     the driving of administrative benefits;
     三是行政利益的驱动;
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     The trends of development are driven both by cost and functionality.
     它的发展趋势成本和功能性驱动
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     ③The disease is typically characterized by replacement of the myocardium of right ventricle wall by the fibrofatty tissue.
     ③?
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     Driving technique of stepper motor
     步进电机的驱动技术
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  a driven
Structure of the stochastic layer in a driven pendulum
      
An analysis of the stochastic layer in a driven pendulum is extended to the case when the separatrix map contains both single-and double-frequency harmonics.
      
Chaos in a driven pendulum under asymmetric forcing
      
A comparison with the well-studied dynamics of a driven pendulum is presented, and essential differences in dynamics between smooth and analytic systems are highlighted.
      
Role of fluctuations in nonlinear dynamics of a driven polariton system in semiconductor microcavities
      
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The systematic method of Fokker-Planck equation (FPE) for the generalized Wigner distribution is used to study the multi-photon transition process of a driven optical system. The general multi-photon FPE, the state equation and the spectrum of transmitted light in good cavity limit are obtained- The two-photon optical bistability spectrum of transmitted light is calculated and compared with single-photon case. It is shown that for multi-photon case, the atom -atom correlation is also negligible in the good cavity...

The systematic method of Fokker-Planck equation (FPE) for the generalized Wigner distribution is used to study the multi-photon transition process of a driven optical system. The general multi-photon FPE, the state equation and the spectrum of transmitted light in good cavity limit are obtained- The two-photon optical bistability spectrum of transmitted light is calculated and compared with single-photon case. It is shown that for multi-photon case, the atom -atom correlation is also negligible in the good cavity limit.

我们应用广义Wigner分布的Fokker-Planck方程的系统方法,研究了受驱动光学系统的多光子跃迁过程。得到多光子过程普遍的Fokker-Planck方程、态方程以及良腔情况下透射光谱公式。计算了n光子双稳态的透射光谱并与单光子情况进行比较。还证明了在良腔情况,对于多光子过程,原子-原子关联也可以忽略。

In this paper, the multi-photon FPE of driven optical systems are treated for bad cavity case. The semi-classical linear stability analysis are performed. The non-classical effects are discussed, and it is shown that in two-photon case the atom-atom correlation enhances the non-clasical effects. This is in opposite to the single-photon case, and different from the good cavity case. The two-photon spectrum of transmitted light and resonance fluorescense are obtained, where the Rabi frequency Ωocy2 (y is the incident...

In this paper, the multi-photon FPE of driven optical systems are treated for bad cavity case. The semi-classical linear stability analysis are performed. The non-classical effects are discussed, and it is shown that in two-photon case the atom-atom correlation enhances the non-clasical effects. This is in opposite to the single-photon case, and different from the good cavity case. The two-photon spectrum of transmitted light and resonance fluorescense are obtained, where the Rabi frequency Ωocy2 (y is the incident field).

本文讨论在劣腔近似的情况下,受驱动光学系统多光子过程的FPE。并进行半经典线性稳定性分析。还讨论非经典效应,得出在双光子情况下,不同原子间的关联对非经典效应起着增强作用,这与单光子情况相反,也与良腔情况不同。文中求得双光子透射光谱,并得出双光子共振荧光光谱,其Rabi频率Ω∝y~2(y为入射场)。

The systematic method of Fokker-Planck equation (FPE) of the generalized Wigner distribution is used to study the multi-photon transition process of a driven optical system, which has the mixture of absorptive and dispersive feature. The multi-photon and mixture of absorptive and dispersive feature FPE and steady state equations are obtained. The properties of the steady state equation is discussed.

应用广义Wigner分布的Fokker-Planck方程的系统方法,研究了混合吸收和色散特征的受驱动光学系统的多光子跃迁过程。得到多光子、混合型Fokker-Plauck方程和稳态方程。并讨论了稳态方程的性质。

 
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