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基于谢宾夫鲁格规则的激光三角测量测距系统自动光学结构优化方法

Automatic optical structure optimization method of the laser triangulation ranging system under the Scheimpflug rule.

作者信息

Nan Zhuojiang, Tao Wei, Zhao Hui

出版信息

Opt Express. 2022 May 23;30(11):18667-18683. doi: 10.1364/OE.458076.

Abstract

Optical structure parameter design is of great importance to ensure the accuracy of asymmetry systems such as the laser triangulation ranging system. The result often depends on the experience of optical designers, and it is inevitable to introduce human errors. In this paper, an automatic optimization method of optical structure parameters applied to the laser triangulation ranging system was proposed to assist in improving the measurement accuracy. First, the optical sensitivity optimization model of the laser triangulation ranging system was constructed, and the boundary conditions were established from two aspects of laser clear imaging and sensor geometric dimension. The constraint relationship between optical structure parameters under the Scheimpflug rule was established to ensure clear laser imaging, and the transverse distance and axial distance of the sensor geometric dimension were constrained when the laser imaging length was taken into consideration. Secondly, mutation operator-based particle swarm optimization (M-PSO) algorithm was proposed to search the optimal optical sensitivity, and three typical working distances and ranges were taken as examples to design the optical parameters. In addition, the results were verified by ZEMAX simulation and also the experimental platform, the maximum optical sensitivity of the structure was 3.496 and its corresponding optimal nonlinearity was 0.039% F.S. The automatic optimization method proposed in this paper was compared with the traditional GA method and PSO method, and it was verified that the convergence efficiency of the proposed method was much higher than the traditional ones.

摘要

光学结构参数设计对于确保诸如激光三角测量测距系统等非对称系统的精度至关重要。结果往往取决于光学设计师的经验,不可避免地会引入人为误差。本文提出了一种应用于激光三角测量测距系统的光学结构参数自动优化方法,以协助提高测量精度。首先,构建了激光三角测量测距系统的光学灵敏度优化模型,并从激光清晰成像和传感器几何尺寸两个方面建立了边界条件。建立了基于谢伊姆弗勒规则的光学结构参数之间的约束关系,以确保激光清晰成像,并在考虑激光成像长度时对传感器几何尺寸的横向距离和轴向距离进行约束。其次,提出了基于变异算子的粒子群优化(M-PSO)算法来搜索最优光学灵敏度,并以三个典型工作距离和范围为例设计光学参数。此外,通过ZEMAX仿真和实验平台对结果进行了验证,该结构的最大光学灵敏度为3.496,其相应的最优非线性为0.039%F.S.。将本文提出的自动优化方法与传统的遗传算法(GA)方法和粒子群优化(PSO)方法进行了比较,验证了该方法的收敛效率远高于传统方法。

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