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Measurement of fluid rotation, dilation, and displacement in particle image velocimetry using a Fourier-Mellin cross-correlation

机译:使用傅里叶-梅林互相关测量粒子图像测速中的流体旋转,膨胀和位移

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Traditional particle image velocimetry (PIV) uses discrete Cartesian cross correlations (CCs) to estimate the displacements of groups of tracer particles within small subregions of sequentially captured images. However, these CCs fail in regions with large velocity gradients or high rates of rotation. In this paper, we propose a new PIV correlation method based on the Fourier-Mellin transformation (FMT) that enables direct measurement of the rotation and dilation of particle image patterns. In previously unresolvable regions of large rotation, our algorithm significantly improves the velocity estimates compared to traditional correlations by aligning the rotated and stretched particle patterns prior to performing Cartesian correlations to estimate their displacements. Our algorithm, which we term Fourier-Mellin correlation (FMC), reliably measures particle pattern displacement between pairs of interrogation regions with up to +/- 180 degrees of angular misalignment, compared to 6-8 degrees for traditional correlations, and dilation/compression factors of 0.5-2.0, compared to 0.9-1.1 for a single iteration of traditional correlations.
机译:传统的粒子图像测速(PIV)使用离散的笛卡尔互相关(CC)来估计示踪粒子组在顺序捕获的图像的小区域内的位移。但是,这些CC在速度梯度较大或旋转速率较高的区域中会失效。在本文中,我们提出了一种新的基于傅立叶-梅林变换(FMT)的PIV相关方法,该方法可以直接测量粒子图像图案的旋转和膨胀。在以前无法解决的大旋转区域中,与传统的相关性相比,我们的算法通过在执行笛卡尔相关性以估计其位移之前对齐旋转和拉伸的粒子模式来显着改善速度估计。我们的算法(称为傅里叶-梅林相关(FMC))可以可靠地测量成对的查询区域之间的粒子模式位移,角度偏移最大为+/- 180度,而传统的相关和扩张/压缩则为6-8度系数为0.5-2.0,而传统相关性的单次迭代则为0.9-1.1。

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