基于锥光全息原理的测距系统研究
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(天津大学 精密测试技术与仪器国家重点实验室,天津 300072)

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邾继贵(1970-),男,安徽无为人,博士,教 授,博士生导师,主要从事激光及光电检测技术的研究.

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国家自然科学基金(51225505,51405338)资助项目 (天津大学 精密测试技术与仪器国家重点实验室,天津 300072)


Research on the distance measuring system based on conoscopic holography
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(State Key Laboratory of Precision Measurement Technology and Instruments,Tianj in University,Tianjin 300072,China)

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    摘要:

    针对传统光学非接触测量方法环境适应性差、测 量范围小以及光源依懒性强等问题,提出基于锥光全息原理 的非接触式测量方法。在简要分析锥 光全息测量原理的基础上,设计出应用于距离测量的全息干涉测量系统,提出从条纹宽度变 化量获取被测物移动距 离的方法,并推导出条纹宽度与被测距离之间的关系;同时针对条纹图像散斑严重、条纹中 心不确定、条纹不清晰 等问题,提出相应的图像处理方法以及区域条纹搜索方法,可以选择清晰、光滑的条纹区域 ,进而计算被 测距离;最后,搭建了锥光全息干涉测距系统,并完成了测距实验。实验结果显示,与激光 干涉仪对比,锥光全息 干涉测量系统的测距误差在10μm以内;具有测量范围大、测量分辨 率和测量精度高以及环境适应能力强等优点,能够满足测量要求。

    Abstract:

    Aiming at the problem that traditional optical non-contact measurement is easy to be influenced by the environment with small measurement range and depends on laser,the method of non-contact measurement based on the principle of conoscopic holography is presented,which makes full use of its characteristics of large measuring range,high resolution, high precision,and good adaption to the environment.Based on the principles of c onoscopic holography measurement,a holographic system suitable for distance measurement is designed ,which an acquire object′s moving distance from the fringe variation,and the relationship between them is deduce d.To solve the problems of fringe image speckle,the uncertainty of fringe center and the obscureness fringe image,the corresponding image processing method and local fringe search method are put forward,which choose clear and smooth fringe region for analysis and calculation,through which we can calculate the variation of fringe width,and thus obtain the d istance.The conoscopic holography distance-measurement system is set up,and the experimental results show that t he measuring error of the conoscopic holography system is less than 10μm compared with the laser interf erometer,which can satisfy measurement demand.

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引用本文

魏志博,杨凌辉,郭寅,邾继贵.基于锥光全息原理的测距系统研究[J].光电子激光,2015,26(10):1967~1973

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  • 收稿日期:2015-07-05
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  • 在线发布日期: 2015-10-29
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