Secondary Instabilities of optical Hexagons in Sodium Vapor

Y. Logvin, T. Ackemann, W. Lange
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Abstract

where C, X and Yare the deviations of the cooperativity parameter, external and intracavity field amplitudes from their values at the onset of bistability, all of them assumed to be small. f is the time, and p is a relaxation time that depends on the inverse of K, yL and yll, the decay rates of the field amplitude, medium polarization and population inversion, respectively. a = 2 /ZW,K is the diffraction parameter, w, being the cavity frequency, and c the speed of light. Vz is the transverse laplacian. A =(a, -2w,) l (yl +ZK) is the detuning parameter (the external field frequency w, is set to be equal to that of a two-photon laser with the same parameters), which is assumed to be small (weakly dispersive limit). Finally, CO= 2.7100 is the minimum value of the cooperativity parameter for hysteresis to exist in absorptive (A = 0) 20B [2], and g a 1.2766 and h E 0.4069 are numerical constants.
钠蒸气中光学六边形的二次不稳定性
其中C、X、y3为协同度参数、外场和腔内场振幅与双稳开始时值的偏差,均假定较小。f为时间,p为弛豫时间,弛豫时间分别取决于场振幅衰减率K、yL和yll的倒数、介质极化和居群反转。a = 2 /ZW,K为衍射参数,w为空腔频率,c为光速。Vz是横向拉普拉斯向量。A =(A, -2w,) l (yl +ZK)为失谐参数(设置外场频率w等于具有相同参数的双光子激光器的频率),假设其较小(弱色散极限)。最后,CO= 2.7100为吸收(A = 0) 20b[2]中迟滞存在的协同性参数的最小值,ga 1.2766和he 0.4069为数值常数。
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