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首页> 外文期刊>Applied optics >Complex amplitude correlation for compensation of large in-plane motion in digital speckle pattern interferometry
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Complex amplitude correlation for compensation of large in-plane motion in digital speckle pattern interferometry

机译:复杂的振幅相关性,用于补偿数字散斑图案干涉法中的大平面运动

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The use of complex amplitude correlation to compensate for large in-plane motion in digital speckle pattern interferometry is investigated. The result is compared with experiments where digital speckle photography (DSP) is used for compensation. An advantage of using complex amplitude correlation instead of intensity correlation (as in DSP) is that the phase change describing the deformation is retrieved directly from the correlation peak, and there is no need to compensate for the large movement and then use the interferometric algorithms. A discovered drawback of this method is that the correlation values drop quickly if a phase gradient larger than pi is present in the subimages used for cross correlation. This means that, for the complex amplitude correlation to be used, the size of the subimages must be well chosen or a third parameter in the cross-correlation algorithm that compensates for the phase variation is needed. Correlation values and wrapped phase maps from the two techniques (intensity and complex amplitude correlation) are presented.
机译:研究了在数字斑点图案干涉测量中使用复振幅相关来补偿较大的平面内运动。将结果与使用数字散斑摄影(DSP)进行补偿的实验进行比较。使用复杂幅度相关而不是强度相关(如在DSP中)的优点是,直接从相关峰中检索描述变形的相变,而无需补偿较大的运动,然后再使用干涉算法。该方法的发现缺点是,如果在用于互相关的子图像中存在大于pi的相位梯度,则相关值会迅速下降。这意味着,对于要使用的复振幅相关性,必须很好地选择子图像的大小,或者在互相关算法中需要补偿相位变化的第三个参数。给出了两种技术(强度和复振幅相关)的相关值和包裹相位图。

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