不同湍流大气条件下基于SPGD的相干光束组合相位控制的数值研究

Hansol Kim, Jeongkyun Na, Y. Jeong
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引用次数: 1

摘要

本文基于随机平行梯度下降(SPGD)算法研究了湍流大气条件下相干波束组合系统的相位控制问题。基于大气湍流的统计理论,对激光在湍流大气介质中的相位畸变和波前畸变进行了分析。我们还对7通道和19通道激光束受大气湍流畸变的相干束组合系统进行了数值模拟。通过数值模拟,研究了不同程度大气湍流条件下相干光束组合系统的相位控制特性和效率。验证了SPGD算法能够实现7通道相干束合并,即使在高达  m的湍流大气条件下,合并效率也能达到90%以上。在19通道相干波束合并的情况下,由于相应的折射率不均匀性的影响增加,相同的湍流大气条件导致波束合并效率急剧降低至60%。此外,通过将SPGD算法在大气湍流条件下锁相所需的迭代次数和大气现象的时间间隔(通常为μs数量级)结合起来,估计基于SPGD的相位控制计算带宽可能需要数百MHz到几GHz,以应对这种湍流大气条件下的相干束组合系统。我们期望本文的结果有助于定量分析和预测大气湍流对基于spgd的相干光束组合系统相位控制性能的影响。
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Numerical Study of SPGD-based Phase Control of Coherent Beam Combining under Various Turbulent Atmospheric Conditions
In this paper, based on a stochastic parallel gradient descent (SPGD) algorithm we study phase control of a coherent-beamcombining system under turbulent atmospheric conditions. Based on the statistical theory of atmospheric turbulence, we carry out the analysis of the phase and wavefront distortion of a laser beam propagating through a turbulent atmospheric medium. We also conduct numerical simulations of a coherent-beam-combining system with 7and 19-channel laser beams distorted by atmospheric turbulence. Through numerical simulations, we characterize the phase-control characteristics and efficiency of the coherent-beamcombining system under various degrees of atmospheric turbulence. It is verified that the SPGD algorithm is capable of realizing 7-channel coherent beam combining with a beam-combining efficiency of more than 90%, even under the turbulent atmospheric conditions up to   of    m   . In the case of 19-channel coherent beam combining, it is shown that the same turbulent atmospheric conditions result in a drastic reduction of the beam-combining efficiency down to 60%, due to the elevated impact of the corresponding refractive-index inhomogeneity. In addition, by putting together the number of iterations of the SPGD algorithm required for phase locking under atmospheric turbulence and the time intervals of atmospheric phenomena, which typically are of the order of μs, it is estimated that hundreds of MHz to a few GHz of computing bandwidth of SPGD-based phase control may be required for a coherent-beam-combining system to confront such turbulent atmospheric conditions. We expect the results of this paper to be useful for quantitatively analyzing and predicting the effects of atmospheric turbulence on the SPGD-based phase-control performance of a coherent-beam-combining system.
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