Citation: | Lu Jing, Xia Changshui, Teng Yong, Liu Xuehai. Developing the wave-current-microtopography coupled model of sediment dynamics and its applications[J]. Haiyang Xuebao, 2017, 39(7): 12-25. doi: 10.3969/j.issn.0253-4193.2017.07.002 |
Babanin A V, Young I R, Mirfenderesk H. Field and laboratory measurements of wave-bottom interaction[M]//Presented at the Coasts and Ports:Coastal Living-Living Coast. Adelaide:Institution of Engineers, 2005.
|
Holmedal L E, Myrhaug D. Bed load transport under irregular waves plus current from Monte Carlo simulations of parameterized models with application to ripple migration rates observed in the field[J]. Coastal Engineering, 2004, 51(2):155-72.
|
Ribberink J S, Al-Salem A A. Sediment transport in oscillatory boundary layers in cases of rippled beds and sheet flow[J]. Journal of Geophysical Research Atmospheres, 1994, 1994(C6):12707-12728.
|
Werf J J V D, Ribberink J S, O'Donoghue T, et al. Modelling and measurement of sand transport processes over full-scale ripples in oscillatory flow[J]. Coastal Engineering, 2006, 53(8):657-673.
|
Thorne P D, Davies A G, Bell P S. Observations and analysis of sediment diffusivity profiles over sandy rippled beds under waves[J]. Journal of Geophysical Research Oceans, 2009, 114(C2):309-321.
|
Nielsen P. Dynamics & geometry of wave-generated ripples[J]. Journal of Geophysical Research, 1981, 86(C7):6467-6472.
|
Grant W D, Madsen S O. Movable bed roughness in unsteady oscillatroy flow[J]. Journal of Geophysical Research, 1982, 87(C1):469-481.
|
Smith G A, Babanin A V, Riedel P, et al. Introduction of a new friction routine into the SWAN model that evaluates roughness due to bedform and sediment size changes[J]. Coastal Engineering, 2011, 58(4):317-326.
|
Li M Z, Amos C L. Predicting ripple geometry and bed roughness under combined waves and currents in a continental shelf environment[J]. Continental Shelf Research, 1998, 18(9):941-970.
|
Li M Z, Amos C L. SEDTRANS96:the upgraded and better calibrated sediment-transport model for continental shelves[J]. Computers & Geosciences, 2001, 27(6):619-645.
|
Tolman H L. Subgrid modeling of moveable-bed bottom friction in wind-wave models[J]. Coastal Engineering, 1995, 26(1/2):57-75.
|
Ardhuin F, Drake T G, Herbers T H C. Observations of wave-generated vortex ripples on the north carolina continental shelf[J]. Journal of Geophysical Research, 2002, 107(10):7-1-7-14.
|
Grant W D, Madsen O S. Combined wave and current interaction with a rough bottom[J]. Journal of Geophysical Research, 1979, 84(C4):1797-1808.
|
Grant W D, Madsen O S. The continental-shelf bottom boundary layer[J]. Fluid Mechanics Annual Reviews, 1986, 18(1):265-305.
|
Signell R P, Beardsley R C, Graber H C, et al. Effect of wave-current interaction on steady wind-driven circulation in narrow, shallow embayments[J]. Journal of Geophisical Research, 1990, 95(C6):9671-9678.
|
Mellor G L, Donelan M A, Oey L Y. A surface wave model for coupling with numerical ocean circulation models[J]. Journal of Atmospheric & Oceanic Technology, 2008, 25(10):1785-1807.
|
Wang X H. Tide-induced sediment resuspension and the bottom boundary layer in an idealized estuary[J]. Journal of Physical Oceanography, 2002, 32(4):3113-3131.
|
Wang X H, Pinardi N, Malacic V. Sediment transport and resuspension due to combined motion of wave and current in the northern Adriatic Sea during a Bora event in January 2001:A numerical modeling study[J]. Continental Shelf Research, 2007, 27(5):613-633.
|
Song D H, Wang X H, Cao Z Y, et al. Suspended sediment transport in the Deepwater Navigation Channel, Yangtze River Estuary, China, in the dry season 2009:2. Numerical simulations[J]. Journal of Geophysical Research, 2013, 118(10):5568-5590.
|
Blumberg, A F, Mellor, G L. A description of a three-dimensional coastal ocean circulation model[M]//Three-Dimensional Coastal Ocean Models. Washington, D.C.:American Geophysical Union, 1987.
|
Lambrechts J, Humphrey C, McKinna L, et al. Importance of wave-induced bed liquefaction in the fine sediment budget of Cleveland Bay, Great Barrier Reef[J]. Estuarine, Coastal and Shelf Science, 2010, 89(2):154-162.
|
Nielsen P. Suspended sediment concentrations under waves[J]. Coastal Engineering, 1986, 10(1):23-31.
|
Wang X H. A numerical study of sediment transport in a coastal embayment during winter storms[J]. Journal of Coastal Research, 2001(34):414-427.
|
Holloway P E, Symonds G, Nunes V R. Observations of circulation and exchange processes in Jervis Bay, New South Wales[J]. Australian Journal of Marine and Freshwater Research, 1992, 43(6):1487-515.
|
CSIRO. Jervis Bay Baseline Studies Final Report[R]. CSIRO Division of Fisheries, Marmion Research Laboratories, 1994.
|
Miller M C, McCave I N, Komar P D. Threshold of sediment motion under unidirectional currents[J]. Sedimentology, 1977, 24(4):507-527.
|
Bagnold R A. An approach to the sediment transport problem from general physics[R]. Washington:U. S. Govt. Print. Off.,1966.
|
Gibbs R J, Matthews M D, Link D A. The relationship between sphere size and settling velocity[J]. Journal of Sedimentary Research, 1971, 41(1):7-18.
|
Li M Z, Amos C L. Sheet flow and large wave ripples under combined waves and currents:their field observation, model prediction and effects on boundary layer dynamics[J]. Continental Shelf Research, 1999, 19(5):637-663.
|
Salehi M, Strom K. Using velocimeter signal to noise ratio as a surrogate measure of suspended mud concentration[J]. Continental Shelf Research, 2011, 31(9):1020-1032.
|
Xavier B C, Silva I O, Guimarāes L G, et al. Estimation of suspended sediment concentration by acoustic scattering:an experimental and theoretical analysis for spherical particles[J]. Journal of Soils & Sediments, 2014, 14(7):1325-1333.
|