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首页> 外文期刊>Experiments in Fluids: Experimental Methods and Their Applications to Fluid Flow >Improvements in the accuracy of wavelet-based optical flow velocimetry (wOFV) using an efficient and physically based implementation of velocity regularization
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Improvements in the accuracy of wavelet-based optical flow velocimetry (wOFV) using an efficient and physically based implementation of velocity regularization

机译:使用高效和物理基于速度正则化的基于小波的光学流量测速程序(WOFV)的准确性的提高

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摘要

This manuscript details recent improvements in a wavelet-based optical flow velocimetry (wOFV) method that represents a more physically sound implementation and results in increased accuracy of the velocity estimation. A novel regularization scheme is presented that is based on penalization of directional derivatives of the estimated velocity field or more specifically, second-order penalization of the gradients of divergence and curl, which enforces realistic flow structure. The regularization is performed in the wavelet domain with symmetric boundary conditions for the first time using an alternative wavelet transform approach of matrix multiplications. The method for the computation of full two-dimensional wavelet transforms by a single pair of matrix multiplications is described and shown to be significantly more efficient than a lifting implementation or convolution in MATLAB. Velocity fields are estimated from synthetic tracer particle images generated from 2D DNS of isotropic turbulence and from experimental results from a turbulent flow. Results are compared to an advanced correlation-based PIV algorithm and previous advanced optical flow methods. The velocity results estimated with the new regularization scheme are shown to be more accurate and exhibit a significant reduction in non-physical small-scale artifacts compared to previous results. A significant result from the current method is the ability to generate 2D velocity field images that resolve the dissipative scales in high-Reynolds number, turbulent flows.Graphic abstract
机译:该稿件细节近来的基于小波的光学流量速度(WOFV)方法的改进,该方法表示更具物理声音的实施,并导致速度估计的准确性提高。提出了一种基于估计速度场的方向衍生物的抗衡的新的正则化方案,或者更具体地,对差异和卷曲梯度的二阶惩罚,这是强制逼真的流动结构的二阶惩罚。使用矩阵乘法的替代小波变换方法在具有对称边界条件的小波域中进行正则化。描述了通过单对矩阵乘法计算全二维小波变换的方法,并示出了比MATLAB中的提升实现或卷积更有效。从来自各向同性湍流的2D DNS产生的合成示踪粒子图像和来自湍流的实验结果估计速度场。结果与基于高级相关的PIV算法和先前的高级光学流法进行了比较。与新的正则化方案估计的速度结果显示为更准确的,并且与先前的结果相比,在非物理小规模伪影的显着降低。来自当前方法的显着结果是能够生成第2速场图像,该速度场图像解析高雷诺数,湍流的耗散量表。图摘要

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