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rabi

  • n.拉比;早春作物
rabirabi
  1. AC stark effect is explained by Rabi solution of two level theory .

    用二能级理论的Rabi解说明交流Stark效应。

  2. In the field of quantum information processing , the Rabi model is the most widely used one .

    在量子信息处理领域中,Rabi模型为应用范围最广的一个。

  3. Quality Factor and Decoherence Mechanism of Rabi Oscillation in Semiconductor Quantum Dot

    半导体量子点Rabi振荡品质因子及其退相干机制

  4. Spontaneous emission can be modified through controlling the Rabi frequency of the driving field .

    通过改变驱动场的拉比频率可以达到控制原子自发发射的目的。

  5. Enhanced Vacuum Rabi Splitting and Double Dark States in a Composite Atom-cavity System

    原子与腔复合系统中增强的真空拉比分裂和双暗态

  6. Squeezing and Vacuum - Field Rabi Oscillation in Two-photon Superposition States

    双光子叠加态的压缩效应和真空场Rabi振荡和分裂

  7. The numerical results demonstrate that the dynamical localization and Rabi oscillation still excite in the system .

    数值结果显示动态局域化和Rabi振荡现象也出现在这个量子系统。

  8. In addition , the evolution of dispersion with the Rabi phase of probe field shows optical bistability .

    另外,色散曲线随探测场拉比频率相位的演化会呈现出光学双稳态效应。

  9. When Lamb-Dicke parameter and Rabi frequency is small , the

    但如果Lamb-Dicke参数和Rabi频率较大时,两者的动力学行为差别就

  10. The three peaks structure of the spectra obtained can be regarded as the result of vacuum Rabi oscillation .

    结果表明三峰结构可认为是真空场Rabi振荡特征的体现。

  11. The occupation probabilities of the two lateral levels yield spacial Rabi oscillation in irradiated area ;

    在辐照区内电子在横向态的布居产生空间上的Rabi振荡;

  12. Rabi Flopping in a V-type three-level system with two orthogonal eigenstates

    两个正交子能级的V型三能级系统的粒子数振荡特性

  13. The speed of optical switching of the two systems can be increased by increasing Rabi frequency of coupling field or RF field .

    两系统的光开关速度和开关深度会随着耦合场或RF驱动场Rabi频率的增大而增大。

  14. Interestingly , the electron can perform Rabi oscillation when we change the site energy of the two bands .

    此外,我们还可以发现,当改变两个带的格点能时,电子会局域在初始格点并做Rabi振荡。

  15. The using of chirped laser pulse can restrain the Rabi oscillations and realize high efficiency of photoionization .

    利用光脉冲的啁啾效应,可以抑制拉比振荡实现高效率的光电离。

  16. In particular , the case in which frequency Rabi oscillations is a linear function of the photon number is discussed .

    特别讨论了拉比振荡频率与光子数成线性关系的情况。

  17. The results show that the scattering length can be modified in a large range by changing the Rabi frequency or the optical field frequency .

    计算结果表明通过改变光场的拉比频率或中心频率可以在较大范围内对散射长度进行调制。

  18. Effect of Wetting Layer Transition and Pure Dephasing on Rabi Oscillation Decoherence in Semiconductor Quantum Dots

    半导体量子点中浸润层跃迁与纯失相对Rabi振荡退相干的影响

  19. Analytical expressions of the critical higher-order atomic interaction for suppressing / enhancing the Rabi oscillations are obtained .

    得到了抑制/增强拉比振荡的临界高阶原子相互作用的解析表达式。

  20. Through bifurcations , the system enters into the spontaneous spin polarization regime from the Rabi regime .

    通过分岔,系统从Rabi机制进入自发自旋极化机制。

  21. The Phase Dependence of Rabi Splitting

    Rabi分裂的位相相关性质

  22. Defined the inhomogeneity by Rabi frequencies of the two particles , and calculated the range of inhomogeneity for typical experimental conditions .

    利用两粒子的拉比频率关系定义激发非均匀度,并且计算了典型实验条件下激发非均匀度值的范围。

  23. We can realize completely efficiency ionization probability under the condition of low Rabi frequencies by employing lower power and time-delayed laser pulse .

    采用两脉冲之间具有一定延迟的驱动和探测激光场,可以实现在较低Rabi频率情况下粒子的全部高效率电离。

  24. Using Fourier analysis , we analytically obtain resonance conditions of Rabi oscillation and Rabi frequency in the weak-coupling limit .

    借助Fourier分析,得到了在弱耦合极限下Rabi振荡及Rabi频率的解析解;

  25. The vacuum Rabi splitting of the system is found affected by Kerr nonlinearity , contrary to the two-level atom case .

    与二能级原子不同,文中讨论的模型中真空场的Rabi劈裂也会受到Kerr非线性的影响。

  26. The effect of biexciton , wetting layer leakage and Auger capture on Rabi oscillation damping in quantum dots

    双激子和浸润层泄漏以及俄歇俘获对量子点Rabi振荡衰减的影响

  27. As one of the most outstanding scientists in20th century , Rabi made great contributions in many fields such as science , humanities and education .

    拉比作为20世纪最杰出的科学家之一,不仅在科学研究上作出巨大贡献,而且还在人文与教育等多方面都作出巨大的贡献。

  28. The standing wave laser field is applied to the upper transition with the Rabi frequency dependent on the position through which the atom passes .

    驻波激光场与级联原子的上跃迁耦合,其拉比频率依赖于原子通过驻波场的位置。

  29. Kerr effects make the nonclassical correlation properties steady and shorten the cycle of collapse-and-revival of the atomic Rabi oscillation .

    Kerr效应将增强光场的非经典相关的稳定性,缩短原子Rabi振荡崩塌与复苏的周期;

  30. When the detection frequency is equal to the Rabi frequency of the control field , the resonant probe filed always comes out with the minimum noise .

    当探测频率等于控制场Rabi频率时,共振的探测场始终以最大压缩度输出,避免了低频噪声的影响。