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Application of modal wavelets to PIV measurements by selecting basis function

机译:通过选择基函数将模态小波应用于PIV测量

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A modal wavelet transform, which overcomes the intrinsic data number limitation of power of two to conventional wavelet transform, has been applied to analysis of axial and eddy pseudo velocity fields, standard PIV velocity field and experimental PIV measurement. The modal wavelet transform is compared with the discrete wavelet transform in order to select the optimum basis function among Neumann, Dirichlet and Green function types basis functions. Consequently, it is verified that Neumann type function is the best basis because the correlation of Neumann type basis function is higher and the root mean square is lower than the other basis functions. Also, the decomposition vector patterns by Neumann type are similar to that by conventional Daubechies basis function of 4th order.
机译:模态小波变换克服了传统小波变换的二次幂固有数据数量限制,已被应用于分析轴向和涡流伪速度场,标准PIV速度场和实验性PIV测量。将模态小波变换与离散小波变换进行比较,以便在Neumann,Dirichlet和Green函数类型的基函数中选择最佳基函数。因此,证实了诺伊曼型函数是最佳基础,因为诺伊曼型基函数的相关性较高,并且均方根低于其他基函数。而且,诺伊曼类型的分解矢量模式与传统的4阶Daubechies基函数相似。

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