摘要
为了精确控制激光光束指向,本文基于双液晶偏振光栅系统的光束指向算法,分析了系统中因光栅倾斜产生的误差。首先,采用一种基于衍射光栅方程的光线追迹方法求解出射光束指向,引入了入射光束指向和光栅倾斜角,通过与仿真结果进行对比,验证了该方法的正确性和精度。其次,通过对光栅不同倾斜情况的分析,本文给出了不同倾斜情况下光栅姿态的表达式,并结合光线追迹法得到了相应的出射光束指向表达式,并进一步分析了光栅倾斜产生的调零误差和旋转误差。研究结果表明,在0°~0.3°光栅倾斜角范围内,调零误差分别在0.25 mrad和2 mrad以内,旋转误差分别在85 mrad和430 mrad左右。本文方法可实现对双液晶偏振光栅系统中出射光束指向和光栅倾斜误差的精确计算。
In order to precisely control the direction of laser beams,we analyze the error caused by the grating tilt in the system based on the optical beam pointing algorithm of the dual liquid crystal polarization grating system.Firstly,a ray tracing method based on the diffraction grating equation is used to solve the outgoing beam pointing,introducing the incident beam pointing and grating tilt angle.The correctness and accuracy of this method are verified through comparison with simulation results.Secondly,by analyzing different cases of grating tilt,we provide expressions of the grating attitude under different tilt conditions,and in combination with the ray tracing method,obtain the expressions for the outgoing beam pointing for corresponding situations,analyzing the zeroing error and rotation error caused by grating tilt.The research results indicate that within the 0°to 0.3°grating tilt angle range,the zeroing errors are within 0.25 mrad and 2 mrad respectively,and the rotation errors are around 85 mrad and 430 mrad,respectively.We propose a method for accurately calculating the pointing direction and grating tilt errors in the exit beam of a dual liquid crystal polarization grating system.
作者
方远翔
江伦
裴惠熠
王锦疆
崔勇
张家铭
FANG Yuan-xiang;JIANG Lun;PEI Hui-yi;WANG Jin-jiang;CUI Yong;ZHANG Jia-ming(School of Photoelectric Engineering,Changchun University of Science and Technology,Changchun 130022,China;Institute of Space Optoelectronic Technology,Changchun University of Science and Technology,Changchun 130022,China)
出处
《中国光学(中英文)》
EI
CAS
CSCD
北大核心
2024年第6期1387-1396,共10页
Chinese Optics
基金
国家重点研发计划(No.2022YFB3902502)。
关键词
激光指向技术
光束指向算法
液晶偏振光栅
光栅方程
laser technology
beam pointing algorithm
liquid crystal polarization grating
grating equation