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Resonant degenerate four-wave mixing spectroscopy of transitions with degenerate energy levels: Saturation and polarization effects

机译:能量简并的跃迁的共振简并四波混合光谱:饱和和极化效应

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摘要

The physics of the degenerate four-wave mixing process for resonant transitions between two degenerate energy levels is investigated by direct numerical integration of the time-dependent density matrix equations. The Zeeman structure of the upper and lower energy levels is included in a multistate formulation of the density matrix equations. The inclusion of the Zeeman structure enables the investigation of the degenerate four-wave mixing process for different polarization configurations of the forward pump, backward pump, and probe beams. Saturation curves and lineshapes are calculated for different polarization configurations and for numerous low-J transitions. At low laser intensity, the results of our calculations are in excellent agreement with perturbation theory in terms of the relative intensities of the degenerate four-wave mixing signal for linear polarization configurations. As the laser intensity increases and the resonance starts to saturate, we find in general that the relative degenerate four-wave mixing reflectivity increases for the crossed polarization configurations compared to the parallel polarization configuration because the saturation intensity is higher. However, for some resonance transitions, some of the crossed polarization configurations saturate at lower laser intensities than the parallel polarization configuration, even though the reflectivity for these crossed polarization configurations is much lower than for the parallel polarization configuration in the perturbative intensity limit. This result is explained in terms of the coupling of the various Zeeman states during the degenerate four-wave mixing interaction for specific polarization configurations. The effect of saturation on the resonance line shapes for the different polarization configurations is also investigated. Finally, a limited number of calculations are performed for resonances that are Doppler broadened as well as collision broadened. The effect of saturation on the reflectivity of the crossed polarization configurations compared to the parallel polarization configuration is even more significant for resonances with comparable Doppler and collisional broadening.
机译:通过对时变密度矩阵方程进行直接数值积分,研究了简并四波混频过程在两个简并能级之间的共振跃迁的物理性质。能量上下限的塞曼结构包含在密度矩阵方程的多态公式中。 Zeeman结构的包含使得能够研究前向泵浦,后向泵浦和探测光束的不同偏振配置的简并四波混频过程。针对不同的偏振配置和许多低J跃迁计算饱和曲线和线形。在低激光强度下,我们的计算结果在线性偏振配置的简并四波混频信号的相对强度方面与微扰理论非常吻合。随着激光强度的增加和共振的开始饱和,我们通常发现与平行偏振配置相比,交叉偏振配置的相对简并四波混频反射率会增加,因为饱和强度更高。然而,对于某些共振跃迁,即使在扰动强度极限下,这些交叉偏振配置的反射率比平行偏振配置低得多,某些交叉偏振配置在低于平行偏振配置的激光强度下会饱和。根据特定偏振配置在简并四波混合相互作用过程中各种塞曼状态的耦合来解释此结果。还研究了饱和度对不同极化配置的谐振线形状的影响。最后,对于多普勒展宽和碰撞展宽的共振,执行了有限的计算。与平行偏振配置相比,饱和度对交叉偏振配置的反射率的影响对于具有可比的多普勒和碰撞展宽的共振而言甚至更为重要。

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