2009
DOI: 10.1016/j.oceaneng.2009.01.014
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Characterization of bedform morphology generated under combined flows and currents using wavelet analysis

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Cited by 35 publications
(23 citation statements)
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“…The present method could be advanced using Fourier filtering to find the frequency band most strongly related to individual substrates. Alternatively, wavelet analysis on fields [ Buscombe , ] of backscatter and bathymetry [ Cataño‐Lopera et al , ] could reveal both the strength of the periodic components in the data as well as the locations associated with these frequency bands. The choice of alternative classification techniques could also be beneficial, as long as classification results can still be expressed and understood in physical units rather than statistical quantities, and uncertainties can be quantified in a straightforward manner.…”
Section: Discussionmentioning
confidence: 99%
“…The present method could be advanced using Fourier filtering to find the frequency band most strongly related to individual substrates. Alternatively, wavelet analysis on fields [ Buscombe , ] of backscatter and bathymetry [ Cataño‐Lopera et al , ] could reveal both the strength of the periodic components in the data as well as the locations associated with these frequency bands. The choice of alternative classification techniques could also be beneficial, as long as classification results can still be expressed and understood in physical units rather than statistical quantities, and uncertainties can be quantified in a straightforward manner.…”
Section: Discussionmentioning
confidence: 99%
“…Results from both studies illustrate the potential of signal processing methods for characterizing the morphology, size, and spatial variability of bedforms objectively. Moreover, Cataño-Lopera et al (2009) point out that this type of analysis can be used to compare bedform characteristics generated from computer models with those generated in flumes or under natural conditions. Objective methods that can be used to gauge model output are essential for refining the representativeness of the latter (Baas and Nield, 2010).…”
Section: Challengesmentioning
confidence: 99%
“…[8] Wavelet transforms were developed to overcome the limitations of Fourier transforms and have been applied to fluid mechanics in the isolation of coherent structures in turbulent flows [Farge, 1992], in analyzing the temporal variability of coherent convective storm structures [Kumar and Foufoula-Georgiou, 1993], within investigation of longterm land temperature/climate series [Baulinas, 1997], in analyzing oxygen isotopic ratios from marine sediments [Prokoph and Veizer, 1999], and in analyzing the local curvature of meanders [Abad, 2009]. Some recent applications of 1-D wavelets in sedimentology encompass temporal variations within streamflow and sediment loads [Rossi et al, 2009], characterization of bed form morphology [Catano-Lopera et al, 2009;Singh et al, 2011], sediment concentration distributions [Felix et al, 2005], the recognition of patterns in seabed morphology [Little, 1994], analysis of riverbed roughness [Nyander et al, 2003], and investigation of flow structure over alluvial sand dunes [Shugar et al, 2010]. Herein we demonstrate that this technique identifies the various scales of bed forms present within a series and significantly improves the quantification of form roughness at different bed form scales.…”
Section: Introductionmentioning
confidence: 99%