基于平方运算与多重希尔伯特变换的F-P干涉振动测量
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Vibration measurement based on square arithmeticand multiple Hilbert transform for F-P interferometry
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    摘要:

    为了快速、简便地重构出物体的微振动,提出了一种基于平方运算与多重希尔伯特变换的振动测量方法。对采集到的干涉信号进行平方运算,使其干涉条纹的数量加倍,再对加倍后的干涉条纹在反向点两侧分别进行一次和三次的希尔伯特变换,重组出一组与之前相差π/2相位的干涉条纹,两组信号做商得到解包相位,从而重构出微振动。本文通过数值仿真和实验信号验证了所提方法的有效性。

    Abstract:

    In order to reconstruct the micro-vibration of objects quickly and easily,a vibration measurement method based on square arithmetic and multiple Hilbert transform is proposed.The collected interference signal is squared to double the number of interference fringes,and then the doubled interference fringes are subjected to one and three Hilbert transforms on both sides of the reverse point.A group of interference fringes with a phase difference of from the previous group is reconstructed,and the two groups of signals are quotient to obtain the unwrapped phase,thereby reconstructing the micro-vibration.At last,the effectiveness of the proposed method is verified through numerical simulation and experimental signals.

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华震,高丙坤,岳航宇,崔翔宇.基于平方运算与多重希尔伯特变换的F-P干涉振动测量[J].激光与红外,2021,51(8):1065~1069
HUA Zhen, CAO Bing-kun, YUE Hang-yu, CUI Xiang-yu. Vibration measurement based on square arithmeticand multiple Hilbert transform for F-P interferometry[J]. LASER & INFRARED,2021,51(8):1065~1069

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  • 最后修改日期:2020-11-19
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  • 在线发布日期: 2021-08-26
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