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    基于SPGD算法的GTI腔短脉冲时域相干堆积闭环控制研究

    Closed Loop Control of Temporal Coherent Stacking of Short Pulses in GTI Cavity Based on SPGD Algorithm

    • 摘要: 为了在短脉冲时域相干堆积系统中实现光腔相位高效闭环控制,利用一种基于扰动幅度e指数匀滑的随机并行梯度下降(Stochastic Parallel Gradient Descent Algorithm,SPGD) 算法,对Gires-Tournois干涉仪(Gires-Tournois Interferometer,GTI) 堆积腔的相位进行闭环控制,实验研究了增益系数和扰动幅度两个主要算法参量对相干堆积效果的影响,结果表明,两个参数对堆积效果的影响规律相似,设置过小易陷入局部极值,过大会使得堆积波形发生振荡,无法稳定在最大值。通过优化控制参数选取,获得了稳定的相干堆积,合成后主、副脉冲峰值比达到6.43∶1。该结果对短脉冲时域相干堆积中的光腔相位控制具有重要的参考价值。

       

      Abstract: In order to obtain closed loop control of optical cavity phases in temporal coherent stacking of short pulses, a modified SPGD algorithm with exponential smoothing of disturbance amplitude is applied to control the optical phases of GTI cavity. The influences of the gain coefficient and disturbance amplitude in the algorithm on the coherent pulse stacking are studied. The experimental result shows that the two parameters have similar effects on the pulse stacking. The stacking pulse would trap into local extremum as the two parameters are too low, otherwise, it would oscillate constantly as they are too large. Through optimizing the control parameters, stable coherent stacking is achieved, and the ratio of peak power between main pulse and side lobes is 6.43∶1. The result provides an important reference for the phase control of optical cavity in temporal coherent stacking of short pulses.

       

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