On detrending stream velocity time series for robust tidal flow turbulence characterization

被引:0
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作者
Cheng, Shyuan [1 ]
Neary, Vincent S. [5 ]
Chamorro, Leonardo P. [1 ,2 ,3 ,4 ]
机构
[1] Mechanical Science and Engineering, University of Illinois, Urbana,IL,61801, United States
[2] Sandia National Laboratories, Albuquerque,NM,87123, United States
[3] Civil and Environmental Engineering, University of Illinois, Urbana,IL,61801, United States
[4] Aerospace Engineering, University of Illinois, Urbana,IL,61801, United States
[5] Geology, University of Illinois, Urbana,IL,61801, United States
关键词
Detrend - Detrending - Empirical Mode Decomposition - High-pass - Intrinsic Mode functions - Large-scales - Riverine flow - Sifting - Stream velocity - Times series;
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摘要
We investigated the impact of detrending techniques on turbulence quantities from tidal stream flow data, focusing on the autocorrelation function, ρuu, and velocity spectrum, Φ(f). Standard detrending methods, including high-pass frequency-based and polynomial-based techniques, are examined, alongside a proposed alternative method, the empirical mode decomposition (EMD). Our results highlight that intervals of flow acceleration and deceleration, typical in tidal and riverine flows, significantly affect the estimation of turbulence quantities using high-pass frequency filtering and polynomial detrending of varying orders. These methods can strongly influence ρuu and Φ(f), thereby affecting the accurate estimation of derived quantities. We examine two variations of detrending data using EMD; the first removes only the EMD residue, and the second removes both the residue and the largest scale intrinsic mode function (IMF). By comparing the detrended spectra with the modeled von Kármán spectra, we demonstrate that the second variation (i.e., removing the residue and the largest scale IMF) successfully removed the large-scale trend of the data while retaining the energy of other scales. © 2024 The Authors
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