强激光与粒子束, 2020, 32 (7): 071008, 网络出版: 2020-07-10
激光束散角复合控制技术
Laser beam coherence and divergence angle complex controlling technique
大气光学 相干 液晶空间光调制器 束散角 atmospheric optics coherence liquid crystal spatial light modulator divergence angle
摘要
为了降低部分相干光光学系统设计的复杂度及成本,增加部分相干光应用的便捷性,提出了一种液晶空间光调制器的激光相干度及束散角复合控制方法。首先介绍了对激光光束进行相干度和束散角复合控制的基本理论和方法;然后分别设置了相干度和束散角检测实验,检测了本方法所调制激光光束的相干度和束散角的准确性。实验结果表明,采用液晶空间光调制器生成相干度为0.9 mm、束散角为7.5 mrad,以及相干度为1.5 mm、束散角为3.8 mrad的部分相干光束,其相干度与理论值相比误差在5%以内,其相干度均方根误差分别为0.027386和0.031314,峰谷值分别为0.084 658和0.089 103;其束散角与理论值相比误差在5%以内,其束散角均方根误差分别为0.022 478和0.023 186,峰谷值分别为0.081 201和0.092 130。可见,该方法可以实现高精度的相干度及束散角复合控制。
Abstract
To reduce the complexity and cost of partially coherent optical system, increase the convenience of partially coherent laser beam application, in this paper, we presents a method to control the coherence and divergence angle of laser beam complexly, using a liquid crystal spatial light modulator (LC-SLM). First, we introduce the basic theory and method to control the coherence and divergence angle of laser beam complexly using an LC-SLM; then, we put forward the experiment to test the coherence and divergence angle controlling accuracy. The experiment results show that, for a partially coherent laser beam with the coherence and divergence angle of 0.9 mm, 7.5 mrad and 1.5 mm, 3.8 mrad, the error of coherence is less than 5%, the root-mean-square errors of the degree of coherence are 0.027 386 and 0.031 314, and the peak-to-valley values are 0.084 658 and 0.089 103 respectively; the error of divergence angle is less than 5%, the root-mean-square errors of the divergence angle are 0.022 478 and 0.023 186, and the peak-to-valley values are 0.081 201 and 0.092 130 respectively. This method can control degree of coherence and divergence angle with high accuracy.
倪小龙, 朱旭芳, 于信, 姚海峰, 陈纯毅, 刘智. 激光束散角复合控制技术[J]. 强激光与粒子束, 2020, 32(7): 071008. Xiaolong Ni, Xufang Zhu, Xin Yu, Haifeng Yao, Chunyi Chen, Zhi Liu. Laser beam coherence and divergence angle complex controlling technique[J]. High Power Laser and Particle Beams, 2020, 32(7): 071008.