论文标题
单模非线模式量化字段的物理性质的动力学非线性和非孔子与两个V型三级原子连续通过腔的三级原子相互作用
Dynamics of physical properties of a single-mode quantized field nonlinearly and non-resonantly interacting with two V-type three-level atoms passing consecutively through a cavity
论文作者
论文摘要
在本文中，我们解决了在存在强度依赖性耦合的情况下，两个相同的V型三级原子连续通过单模腔场连续通过单模腔场的分析解。通过考虑两个原子和初始相干场的相同初始条件，我们找到了整个原子场系统的状态矢量的分析解。因此，我们可以在相互作用系统的情况下仔细研究各种参数对不同物理量的影响，例如原子种群反转，原子场纠缠，野外挤压，次峰统计统计和wigner quasi-oboberibility分布函数。详细介绍，我们从数值上讨论了引人入胜的参数的影响以及特定的非线性函数对上述数量的影响，并证明它们对上述非经典特性的时间行为具有重大影响。
In this paper we address the analytical solution of the non-resonant interaction between two identical V-type three-level atoms passing consecutively through a single-mode cavity field in the presence of intensity-dependent coupling. By considering an identical initial condition for both atoms and an initial coherent field, we find the analytical solution of the state vector of the entire atom-field system. Accordingly, we could carefully investigate the influence of various parameters in the circumstances of the interacting system on different physical quantities such as the atomic population inversion, atom-field entanglement, field squeezing, sub-Poissonian statistics and the Wigner quasi-probability distribution function. In detail, we discuss numerically the influences of the detuning parameters and a particular nonlinearity function on the mentioned quantities and demonstrate that they have substantial effects on the temporal behavior of the above-mentioned nonclassical properties.
