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首页> 外文期刊>Applied optics >Determination of vibration amplitudes from binary phase patterns obtained by phase-shifting time-averaged speckle shearing interferometry
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Determination of vibration amplitudes from binary phase patterns obtained by phase-shifting time-averaged speckle shearing interferometry

机译:通过相移时间平均斑点剪切干涉法获得的二进制相曲线振动振动的测定

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摘要

Speckle shearing interferometry (shearography) is a full-field strain measurement technique that can be used in vibration analysis. In our case, we apply a method that combines the time-averaging and phase-shifting techniques. It produces binary phase patterns, where the phase changes are related to the zeroes of a Bessel J(0) function, typical of time-averaging. However, the contrast and resolution are better compared to traditional time-averaging. In a previous paper, we have shown that this is particularly useful in vibration testing performed under industrial conditions, because fringe patterns are noisier than in quiet laboratory environments. This paper goes a step further in proposing a processing method for estimating the vibration amplitude, for helping non-experts to identify vibration modes. Since shearography measures the spatial derivative of displacement, spatial integration is required. Prior to that, different processes like denoising, binarization, automated nodal line detection, and amplitude assignment are applied. We analyze the performance of the method on synthetic and experimental data, in the function of noise level and fringes density. Results on data acquired in an industrial environment illustrate the good performances of the proposed method. (C) 2018 Optical Society of America
机译:散斑剪切干涉测量法(Shearography)是一种全场应变测量技术,可用于振动分析。在我们的情况下,我们应用了一种方法,该方法结合了时间平均和移相技术。它产生二进制相位模式,其中相变与贝塞尔J(0)函数的零有关,典型的时间平均值有关。然而,与传统的时间平均相比,对比度和分辨率更好。在上一篇论文中,我们已经表明,这在工业条件下进行的振动测试特别有用,因为边缘图案比安静的实验室环境更嘈杂。本文进一步逐步提出用于估计振动幅度的处理方法,以帮助非专家识别振动模式。由于Shearograph测量位移的空间导数,因此需要空间集成。在此之前,应用了不同的不同过程,如去噪,二值化,自动节点线检测和幅度分配。我们分析了噪声水平和流苏密度的合成和实验数据的方法的性能。结果在工业环境中获得的数据说明了所提出的方法的良好性能。 (c)2018年光学学会

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  • 来源
    《Applied optics》 |2018年第27期|共13页
  • 作者单位

    Univ Liege Ctr Spatial Liege Liege Sci Pk B-4031 Liege Belgium;

    Catholic Univ Louvain ISPGrp ICTEAM B-1348 Louvain La Neuve Belgium;

    Catholic Univ Louvain ISPGrp ICTEAM B-1348 Louvain La Neuve Belgium;

    V2i SA Liege Sci Pk B-4031 Liege Belgium;

    Univ Liege Ctr Spatial Liege Liege Sci Pk B-4031 Liege Belgium;

    Univ Liege Ctr Spatial Liege Liege Sci Pk B-4031 Liege Belgium;

    Univ Liege Ctr Spatial Liege Liege Sci Pk B-4031 Liege Belgium;

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  • 正文语种 eng
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