XU Zhuo, ZHANG Wei, LU Peidong, CHEN Kefeng. The study on the bottom friction and the breaking coefficient for typhoon waves in radial sand ridges—the Lanshayang Channel as an example[J]. Acta Oceanologica Sinica, 2015, 34(3): 99-107. doi: 10.1007/s13131-015-0637-4
Citation: XU Zhuo, ZHANG Wei, LU Peidong, CHEN Kefeng. The study on the bottom friction and the breaking coefficient for typhoon waves in radial sand ridges—the Lanshayang Channel as an example[J]. Acta Oceanologica Sinica, 2015, 34(3): 99-107. doi: 10.1007/s13131-015-0637-4

The study on the bottom friction and the breaking coefficient for typhoon waves in radial sand ridges—the Lanshayang Channel as an example

doi: 10.1007/s13131-015-0637-4
  • Received Date: 2013-11-08
  • Rev Recd Date: 2014-10-08
  • Owing to the interactions among the complex terrain, bottom materials, and the complicate hydrodynamics, typhoon waves show special characteristics as big waves appeared at the high water level (HWL) and small waves emerged at low and middle water levels (LWL and MWL) in radial sand ridges (RSR). It is assumed that the mud damping, sandy bed friction and wave breaking effects have a great influence on the typhoon wave propagation in this area. Under the low wave energy, a mud layer will form and transport into the shallow area, thus the mud damping effects dominate at the LWL and the MWL. And high Collins coefficient (c around 1) can be applied to computing the damping effects at the LWL and the MWL. But under the high wave energy, the bottom sediment will be stirred and suspended, and then the damping effects disappear at the HWL. Thus the varying Collins coefficient with the water level method (VCWL) is implemented into the SWAN to model the typhoon wave process in the Lanshayang Channel (LSYC) of the RSR, the observed wave data under “Winnie” (“9711”) typhoon was used as validation. The results show that the typhoon wave in the RSR area is able to be simulated by the VCWL method concisely, and a constant wave breaking coefficient (γ) equaling 0.78 is better for the RSR where wide tidal flats and gentle bed slopes exist.
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  • Battjes J, Janssen J P F M. 1978. Energy loss and set-up due to breaking of random waves. In: Proceeding of 16th International Conference on Coastal Engineering. New York: ASCE, 569-587
    Battjes J A, Stive M J F. 1985. Calibration and verification of a dissipation model for random breaking waves. Journal of Geophysical Research, 90 (C5): 9159-9167
    Booij N, Ris R C, Holthuijsen L H. 1999. A third-generation wave model for coastal regions, Part I. Model description and validation. Journal of Geophysical Research, 104 (C4): 7649-7666
    Chen Kefeng, Wang Yanhong, Lu Peidong, et al. 2009. Effects of coastline changes on tide system of yellow sea off Jiangsu Coast, China. China Ocean Engineering, 23(4): 741-750
    Choi J, Sung B Y. 2011. Numerical simulation of nearshore circulation on field topography under random wave environment. Coastal Engineering, 58(5): 395-408
    Collins J I. 1972. Prediction of shallow water spectra, Journal of Geophysical Research, 77 (15): 2693-2707
    Dean R G, Dalrymlple R A. 2002. Coastal Processes with Engineering Applications. London: Cambridge University Press, 282-285
    Deltares. 2011. Delft-Flow User Manual (version 3.15). Delft: Deltares
    DHI. 2011. Mike 21 and Mike 3 Flow Model FM Hydrodynamic and Transport Module Sciencetific Documentation. Hørsholm: DHI
    Elgar S, Raubenheimer B. 2008. Wave dissipation by muddy seafloors. Geophysical Research Letters, 35: L07611, doi:10.1029/ 2008GL033245
    Feng Weibing. 2003. The Design Wave Elements for the Land-island Passage Project of the Yangkou Port of Nantong Harbor (in Chinese). Nanjing: Hohai University: 24-25
    Gallagher E L, Elgar S, Guza R T. 1998. Observations of sand bar evolution on a natural beach. Journal of Geophysical Research, 103(C2): 3203-3215
    Goda Y. 2004. A 2-D random wave transformation model with gradational breaker index. Coastal Engineering Journal, 46(1): 1-38
    Gong Chong Zhun, Dai Gonghu. 1983. Mathematical model for wave deformation in shoaling water and determination of bottom friction of silt beach. Ocean Engineering (in Chinese), 03: 21-33
    Gratiot N, Gardel A, Anth ony E J. 2007. Trade-wind waves and mud dynamics on the French Guiana coast, South America: input from ERA-40 wave data and field investigations. Marine Geology, 236(1-2): 15-26
    Holland K, Todd S B, Vinzon L J C. 2009. A field study of coastal dynamics on a muddy coast offshore of Cassino beach, Brazil. Continental Shelf Research, 29(3): 503-514
    Holthuijsen L H, Herman A, Booij N. 2003. Phase-decoupled refraction- diffraction for spectral wave models. Coastal Engineering, 49(4): 291-305
    Kaminsky G M, Kraus N C. 1993. Evaluation of depth-limited wave breaking criteria. Proceedings of the 2nd International Symposium on Ocean Wave Measurement and Analysis, New Orleans, 180-193
    Kim B O. 2003. Tidal modulation of storm waves on a macrotidal flat in the Yellow Sea. Estuarine, Coastal and Shelf Science, 57(3): 411-420
    Kranenburg W M, Winterwerp W, de Boer J, et al. 2011. SWAN-Mud: Engineering model for mud-induced wave damping. Journal of Hydraulic Engineering, 137(9): 959-975
    Le Hir P, Roberts W, Cazaillet O, et al. 2000. Characterization of intertidal flat hydrodynamics. Continent Shelf Research, 20(12-13): 1433-1459
    Nelson R, 1997. Height limits in top down and bottom up wave environments. Coastal Engineering, 32(2-3): 247-254
    Padilla-Hernandez R, Monbaliu J. 2001. Energy balance of wind wave as a function of the bottom friction formulation. Coastal Engineering, 43(2): 131-148
    Pereira P S, Calliari L J, Holman R, et al. Video and field observations of wave attenuation in a muddy surf zone. Marine Geology, 279 (1-4): 210-221
    Ris R, Booij N, Holthuijsen L. 1999. A third-generation wave model for coastal regions: Part II. Verification. J Geo Res, 104(C4): 7649- 7666
    Ruessink B G, Walstra D J R, Southgate H N. 2003. Calibration and verification of a parametric wave model on barred beaches. Coastal Engineering, 48(3): 139-149
    Sheremeta A, Mehta A J, Liu B, et al. 2005. Wave-sediment interaction on a muddy inner shelf during Hurricane Claudette. Estuarine, Coastal and Shelf Science, 63(1-2): 225-233
    The SWAN team. 2011. SWAN User Manual (version 40.85). Delft: Delft University of Technology
    TIWTE, 2005. The Study of the Engineering Stability of the Yangkou Port of Nantong Harbor(in Chinese), Tianjin: TIWTE, 34-36
    Weggel J R, 1972. Maximum breaker height, Journal of Waterways Harbors. Coastal Engineering Division 98(WW4), 529-548
    Winterwerp J C, de Boer Gerben J, Greeuw Gert, et al. 2012. Mud-induced wave damping and wave-induced liquefaction, Coast Engineering, 64: 102-112
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