2000
DOI: 10.1029/2000jc900082
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Laboratory study of wave bottom interaction in the bar formation on an erodible sloping bed

Abstract: Abstract.The interaction between partially standing or almost progressive surface gravity waves and erodible beds is investigated in a small wave tank under nonbreaking wave conditions. The bed is initially fiat and gently sloping, and the incident weakly nonlinear wave is either a regular wave (similar to a Stokes wave), or a regular wave superimposed on a free wave generated by the wave maker (bichromatic or birnodal wave). Accurate measurements of both the bed profile and the wave envelope are performed, sh… Show more

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Cited by 9 publications
(5 citation statements)
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References 26 publications
(29 reference statements)
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“…Other related developments include nonlinear effects in a long-wave approximation (Benjamin, Boczar-Karakiewicz & Pritchard 1987), higher-order Bragg scattering (Mitra & Greenberg 1984;Belzons, Rey & Guazzelli 1991;Liu & Yue 1998;Agnon & Sheremet 2000), extended mild slope equations for steep topography (Athanassoulis & Belibakis 1999), and investigations of Anderson localization of waves on a random bottom (Devillard, Dunlop & Souillard 1988;Belzons, Guazzelli & Parodi 1988). Implications for sediment transport and the formation of multiple sand bar systems just outside the surf zone were discussed by Heathershaw (1982), Mei (1985) and Dulou, Belzons & Rey (2000). Whereas Hasselmann's (1966) stochastic theory gives an energy balance equation that is an efficient tool for predicting the spectral evolution of random waves, it is restricted to homogeneous wave and bottom topography properties, and has not been verified experimentally.…”
Section: Introductionmentioning
confidence: 99%
“…Other related developments include nonlinear effects in a long-wave approximation (Benjamin, Boczar-Karakiewicz & Pritchard 1987), higher-order Bragg scattering (Mitra & Greenberg 1984;Belzons, Rey & Guazzelli 1991;Liu & Yue 1998;Agnon & Sheremet 2000), extended mild slope equations for steep topography (Athanassoulis & Belibakis 1999), and investigations of Anderson localization of waves on a random bottom (Devillard, Dunlop & Souillard 1988;Belzons, Guazzelli & Parodi 1988). Implications for sediment transport and the formation of multiple sand bar systems just outside the surf zone were discussed by Heathershaw (1982), Mei (1985) and Dulou, Belzons & Rey (2000). Whereas Hasselmann's (1966) stochastic theory gives an energy balance equation that is an efficient tool for predicting the spectral evolution of random waves, it is restricted to homogeneous wave and bottom topography properties, and has not been verified experimentally.…”
Section: Introductionmentioning
confidence: 99%
“…So far only Dulou et al [2000] have measured sandbars on a gently sloping bed. Their short tank of length 4.7 m, width 39 cm, and depth 15 cm housed a bed of sand grains of diameter 0.08 mm.…”
Section: Discussionmentioning
confidence: 99%
“…Jan and Lin [1998] observed the formation of sandbars and ripples under oblique standing waves in front of a seawall in a laboratory tank with a horizontal bed. Dulou et al [2000] studied sandbar formation under partially standing waves on a gently sloping bed in a small wave tank. Scaling effects limit the similarity of these small scale sandbars to those observed in the field [Yu and Mei, 2000a].…”
Section: Introductionmentioning
confidence: 99%
“…Dulou etc. [2] used the wave flume experiments to study the formation process under breaking waves over the sand bar and bed. Li [3] used two bottom material particles with similar properties but can be distinguished easily to identify the sand interface between turbulence and non-turbulence, and then computed the sediment runoff in bed with the knowledge of actual scour depth under waves action.…”
Section: Introductionmentioning
confidence: 99%