2016
DOI: 10.3133/tm3c5
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Sediment acoustic index method for computing continuous suspended-sediment concentrations

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Cited by 27 publications
(24 citation statements)
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References 26 publications
(19 reference statements)
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“…represents sound absorption by sediment suspended in the water; if concentration varies spatially, Equation (4) would need to be modified to capture this variation. Guidance on choosing both coefficients can be found in Landers et al (2016). For the sediment concentrations (ranging 20 to 1000 mg•L -1 ), water temperatures and salinities considered in this study, the corrections arising from both modes of attenuation were small enough to be negligible, in part because of the small range (15 cm) associated with the ADV used here.…”
Section: Acoustic Backscatter Methods For Estimation Of Sscmentioning
confidence: 99%
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“…represents sound absorption by sediment suspended in the water; if concentration varies spatially, Equation (4) would need to be modified to capture this variation. Guidance on choosing both coefficients can be found in Landers et al (2016). For the sediment concentrations (ranging 20 to 1000 mg•L -1 ), water temperatures and salinities considered in this study, the corrections arising from both modes of attenuation were small enough to be negligible, in part because of the small range (15 cm) associated with the ADV used here.…”
Section: Acoustic Backscatter Methods For Estimation Of Sscmentioning
confidence: 99%
“…The sediment correction factor is unknown here, but previous research indicates that it should be O(1 dB/m) and also constant, if sediment characteristics are constant (Landers et al 2016). This implies that the two-way correction in Equation (4) should be ~0.3 dB.…”
Section: Acoustic Estimates Of Sscmentioning
confidence: 96%
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“…Research has focused (using down-, side-or up-looking ADCP deployment) on the relation of suspended sediment and corrected backscatter (Thorne et al, 1993(Thorne et al, , 1998Reichel and Nachtnebel, 1994;Holdaway et al, 1999;Thorne and Hanes, 2002;Gartner, 2004;Wall et al, 2006;Topping et al, 2007;Deines, 1999;Szupiany et al, 2009;Hanes, 2012;Guerrero et al, 2013Guerrero et al, , 2016Latosinski et al, 2014;Thorne and Hurther, 2014;Landers et al, 2016;Manaster et al, 2016;Venditti et al, 2016;Topping and Wright, 2016;Mullison, 2017;Hackney et al, 2018), acoustic attenuation and scattering properties (Thorne and Meral, 2008;Wright, et al, 2010;Sassi et al, 2012;Moate and Thorne, 2013;Moore et al, 2013;Agrawal and Hanes, 2015;Hanes, 2016;Topping and Wright, 2016;Haught et al, 2017), and acoustic scattering by suspended flocculating sediments (Thorne and Hurther, 2014;Vincent and McDonald, 2015;Thomas et al, 2017).…”
Section: Introductionmentioning
confidence: 99%
“…They use the measured shift in the apparent frequency of transmitted sound waves to compute a three-dimensional (3-D) flow velocity. The strength of the acoustic return signal has also been used as a proxy for sediment concentration in water systems [17,[27][28][29][30][31]. The basic principle for the measurement of suspended sediments is that acoustic waves passing through a water-sediment mixture will scatter and attenuate as a function of sediment, fluid, and instrument characteristics.…”
Section: Introductionmentioning
confidence: 99%