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一种激光雷达指向的两级控制方法及工程实现

陶景桥 刘佳鑫 张恒康 王丽娇

空间控制技术与应用(中英文)2026,Vol.52Issue(4):91-100,10.
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空间控制技术与应用(中英文)2026,Vol.52Issue(4):91-100,10.DOI:10.3969/j.issn.1674-1579.2026.04.009

一种激光雷达指向的两级控制方法及工程实现

A Dual-Stage Control Method and Engineering Realization for LiDAR Pointing

陶景桥 1刘佳鑫 1张恒康 1王丽娇1

作者信息

  • 1. 北京控制工程研究所,北京,100094
  • 折叠

摘要

Abstract

The key to LiDAR ranging for space targets lies in obtaining stable and reliable echoes,which requires the laser to lock onto and steadily point at the target.In general,pointing control and adjustment can be realized by means of satellite platform pointing control,turntables,internal swing mirrors inside lidar,and other methods,each with its own advantages and disadvantages.This paper proposes a two-stage pointing control method for lidar using a swing mirror and a turntable.On the one hand,it does not rely on satellite attitude control and can be decoupled from attitude control;on the other hand,it can give full play to the respective advantages of the turntable and the swing mirror.The turntable features a large pointing adjustment range and stable control,which is adopted for wide-range coarse pointing control.The swing mirror boasts fast response speed and flexible adjustment,serving for small-angle fine adjustment.This paper also puts forward engineering implementation methods such as initial guidance and optical reference calibration.Field test results show that after turntable coarse pointing and calibration compensation,the swing mirror can quickly lock onto the target and output ranging information.The method of realizing lidar ranging through two-stage control of the turntable and swing mirror is proven reasonable and feasible.

关键词

激光雷达/摆镜/转台/指向控制

Key words

LiDAR/scanning mirror/turntable/pointing control

分类

信息技术与安全科学

引用本文复制引用

陶景桥,刘佳鑫,张恒康,王丽娇..一种激光雷达指向的两级控制方法及工程实现[J].空间控制技术与应用(中英文),2026,52(4):91-100,10.

基金项目

北京"高创计划"-青年人才托举工程资助项目(20251060) Young Elite Scientists Sponsorship Program of the Beijing High Innovation Plan(20251060) (20251060)

空间控制技术与应用(中英文)

1674-1579

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