微波场中里德堡锂原子的高激发跃迁

运用含时多态展开方法研究微波场中里德堡锂原子高激发态的性质,得到锂原子在微波场中的跃迁几率,实现对量子态的操纵与控制。结果表明：选择合适的振幅、频率等参数,可以实现布居数在量子态之间的完全跃迁。     

锂原子的高激发态能级计算及其在微波场中的布居动力学过程

利用B样条技术,设计了一种计算高激发原子能级结构的方法,计算了高激发锂原子的能级结构,并研究了里德堡锂原子在微波场中的布居动力学过程。     

里德堡原子微波辐射的亚泊松光子统计

利用Jaynes——Cummings模型研究里德堡原子的微波辐射的光子统计性质,预言了亚泊松光子统计的存在。并分析了亚泊松光子统计的时间演化特征及其对失谐量,耦合系数,温度等参量的依赖关系。     

高斯型微波脉冲强度和半宽对里德堡钾原子相干跃迁布居的影响

利用含时多态展开方法(the time-dependent multilevel approach, TDML）,计算了脉冲强度及半宽对里德堡钾原子相干跃迁布居数的影响。结果表明,脉冲强度的单纯增加并不能在本质上提高目标态布居数的迁移率。 在脉冲强度及半宽双因素共同作用下,单色激光驱动里德堡钾原子相干激发时,目标态的跃迁几率仅取决于脉冲的强度和半宽乘积。     

高斯型微波脉冲强度和半宽对里德堡钾原子相干跃迁布居的影响

利用含时多态展开方法(the time-dependent multilevel approach, TDML）,计算了脉冲强度及半宽对里德堡钾原子相干跃迁布居数的影响。结果表明,脉冲强度的单纯增加并不能在本质上提高目标态布居数的迁移率。 在脉冲强度及半宽双因素共同作用下,单色激光驱动里德堡钾原子相干激发时,目标态的跃迁几率仅取决于脉冲的强度和半宽乘积。     

Na原子高里德堡态的辐射寿命

用可调谐激光两步激发Ｎａ原子高激发发里德堡态布居，在光激发后施加脉冲电场测量激发态的场电离阈，利用阈值电场和延迟场电离方法测定了ｎｓ（ｎ＝２０～２４）和ｎｄ（ｎ＝１９～２３）态的寿命值，并与计算值进行了比较，对影响寿命的因素作了讨论。     

基于冷里德堡原子电磁感应透明的微波电场测量

在磁光阱中利用冷原子温度低,多普勒展宽小的优势获得了窄线宽的里德堡电磁感应透明(EIT)谱峰,结合Autler-Townes分裂效应(EIT-AT分裂)分别测量了多个频率的微波电场强度.结果显示,EIT-AT分裂间距与微波电场强度呈很好的线性关系,EIT-AT分裂方法可测量的微波电场强度线性区的下限可达222μV/cm,这个下限比传统热原子蒸汽池中EIT-AT分裂线性区的下限5 mV/cm提高了大约22倍,这对极弱微波电场的绝对校准非常有帮助.我们进一步利用EIT共振处探测光透过率的变化测量微波电场强度,对应的最小测量值可以小于1μV/cm,相应的灵敏度可达到1μV·cm^-1.Hz^-1/2.这些结果展示了冷原子样品在微波电场测量及其绝对校准方面的优势.     

啁啾微波场中里德伯锂原子的相干激发与控制

运用含时多态展开方法和B-样条函数研究了微波场中里德伯锂原子高激发态的性质,得到锂原子量子态n=70-75,l=0-5的能量,并分析了里德伯锂原子高激发态n=70-75,l=0-5在微波场中的跃迁几率.结果表明:通过优化微波场参数可以实现量子系统从初始态到目标态的完全跃迁,且在跃迁过程中,每个l态都起至关重要的作用.     

基于原子的微波场测量

本文分别综述了基于热原子、冷原子体系的微波场测量的研究进展,以及基于纠缠原子的高灵敏微波电场测量的最新结果。文中详细介绍了基于原子的微波场测量与实验进展,内容主要包括:热原子样品中,利用里德堡原子的电磁感应透明效应和Autler-Townes效应,实现微波电场的场强测量和微波电场空间分布特征的亚波长空间高分辨率成像。冷原子样品中,介绍了相邻里德堡态与微波的相干耦合强度受微波功率的影响,以及通过铷原子基态超精细能级与微波相干耦合振荡,实现基于原子的新型微波功率标准的研究。此外,利用冷原子探针实现微米级空间分辨率的二维微波场场强分布测量。最后我们对采用原子的量子纠缠态提高微波场强探测灵敏度的技术方案进行了讨论,量子纠缠的引入将有望使微波探测的灵敏度突破标准量子极限,获得优于传统雷达探测灵敏度的测量结果。     

啁啾微波场中里德伯钠原子高激发态的布居跃迁

采用含时多态展开方法, 结合B样条函数和单电子原子模型势研究微波场中钠原子里德伯高激发态的性质, 得到钠原子的能级结构及在微波场中的布居数迁移, 实现对量子态的操纵与控制. 结果表明: 含时多态展开方法结合B样条函数和单电子原子模型势是有效研究微波场中碱金属原子性质的一种方法; 选择合适的啁啾率、振幅等参数, 可以实现布居数在量子态之间的完全迁移和量子态囚禁.     

Electric dipole moments of lithium atoms in Rydberg states

Recently, the diverse properties of Rydberg atoms, which probably arise from its large electric dipole moment(EDM),have been explored. In this paper, we report electric dipole moments along with Stark energies and charge densities of lithium Rydberg states in the presence of electric fields, calculated by matrix diagonalization. Huge electric dipole moments are discovered. In order to check the validity of the EDMs, we also use these electric dipole moments to calculate the Stark energies by numerical integration. The results agree with those calculated by matrix diagonalization.     

Resonant scattering of three-level Rydberg atoms in a microwave field

We examine the theory of potential scattering of Rydberg atoms in a microwave field. The model of a three-level atom is employed to calculate the radiative force emerging in the resonant coherent interaction with the microwave field for the case of a two-photon resonance and high intensities, using the method of quasienergies of the system consisting of the atom and the field. We determine the probabilities of Landau-Zener transitions in the spatial regions where under two-photon resonance conditions the quasienergies of the atoms approach one another by a small quantity. We also study the dynamics of the variation of the spatial profile of a beam of Rydberg atoms caused by resonant scattering. Finally, we give the results of the first experimental observation of the variation of the transverse beam profile when Rydberg atoms pass through a nonuniform microwave field formed in a rectangular waveguide and in resonance with the two-photon 36P–37P transition. Zh. éksp. Teor. Fiz. 111, 796–815 (March 1997)     

Controlled suppression of ionization of Rydberg atoms in a microwave field

A computational procedure for controlling the stochastic ionization of one-dimensional single electron Rydberg atoms in the correspondence principle regime is developed. Using our procedure it is possible to suppress excitation and ionization of the one-dimensional Rydberg atom even in strong microwave fields for which ionization would otherwise be instantaneous.     

Ionization and population transfer in lithium Rydberg states with ultrashort chirped laser pulses

We present a theoretical study of dynamics of Rydberg states of lithium using ultra short chirped laser pulse having a Gaussian envelope. The population transfer probabilities are calculated of different Rydberg states on chirped laser factors. The calculations are performed by direct numerical integration of Schr?dinger equation using fourth order Runge-Kutta method. The behavior of dynamics of Rydberg states for these factors is of great significance. These results are of potential interest in coherent quantum control, quantum computation and in many physical and chemical processes.