Lagrangian Modelling Techniques Simulating Wave and Sediment Dynamics Determining Sand-Body Equilibria

  • K. Black
  • M. Green
  • T. Healy
  • R. Bell
  • J. Oldman
  • T. Hume
Conference paper


Estuarine and continental shelf sand bodies develop states which, in natural unsteady conditions, equilibrate, transpose, oscillate, decay and regenerate. Dynamic adjustments may lead to long-term stability of a feature (e.g. the establishment of an estuarine flood-tidal delta) or the feature may simply metamorphose into another state (e.g. a cross-shore migrating sand bar which welds onto the shore to become part of an open-ocean or estuarine beach). Traditionally, the equilibrium and geomorphological features in estuaries have been mostly explained by tidal circulation alone. However, there are estuarine features which are governed equally by local wave processes, especially in the intertidal zones.


Wave Height Sediment Transport Suspended Sediment Concentration Orbital Motion Sediment Dynamics 
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  1. Bell, R.G., Hume, T.M., Dolphin, T.J., Green, M.O. and Walters, R.A. (1998). Characterisation of physical environmental factors on an intertidal sandflat, Manukau Harbour, New Zealand. Journal of Experimental Marine Biology and Ecology. 216: 11–31.CrossRefGoogle Scholar
  2. Black, K.P. (1987). A numerical sediment transport model for application to natural estuaries, harbours and rivers. In: ‘Numerical modelling applications to marine systems’, ed: J. Noye. North Holland/Elsevier. Mathematics Studies No. 145, p. 77–105.CrossRefGoogle Scholar
  3. Black, K.P. (1994). Suspended sediment load during an asymmetric wave cycle over a plane bed. Coastal Engineering. 23: 95–114.CrossRefGoogle Scholar
  4. Black, K.P. (1995). The numerical hydrodynamic model 3DD and support software. Occasional Report No. 19. Department of Earth Sciences, University of Waikato, New Zealand. 53 pp.Google Scholar
  5. Black, K.P. (1996). Lagrangian dispersal and sediment transport model POL3DD. Occasional Report No. 21. Department of Earth Sciences, University of Waikato, New Zealand. 69 pp.Google Scholar
  6. Black, K.P. (1997). The numerical wave generation model WGEN3DD. Occasional Report Department of Earth Sciences, University of Waikato, in press.Google Scholar
  7. Black, K. P. and Gay, S. L. (1990). A numerical scheme for determining trajectories in particle models. In ‘Acanthaster and the Coral Reef: A Theoretical Perspective’. (Ed. R. Bradbury.) Lecture notes in Biomathematics, Springer-Verlag, p. 151–156.CrossRefGoogle Scholar
  8. Black, K.P. and Rosenberg, M.A. (1991). Suspended load at three time scales. Coastal Sediments ′91. Waterway, Port, Coastal and Ocean Div. (ASCE). 1: 313–327.Google Scholar
  9. Black, K.P. and Rosenberg, M.A. (1992a). Natural stability of beaches around a large bay. Journal of Coastal Research. 8(2): 385–397.Google Scholar
  10. Black, K.P. and Rosenberg, M.A. (1992b). Semi-empirical treatment of wave transformation outside and inside the breaker line. Coastal Engineering. 16: 313–345.CrossRefGoogle Scholar
  11. Black, K.P., Gorman, R.M. and Symonds, G. (1995). Sediment transport near the break point associated with cross-shore gradients in vertical eddy diffusivity. Coastal Engineering. 26: 153–175.CrossRefGoogle Scholar
  12. Black, K.P., Bell, R.G., Oldman, J.W. and Gorman, R. (1996). Challenges encountered modelling discharge options for Mangere WTP. New Zealand Waste Water Association Annual Conference, Nelson, September, 1996, pp. 264–268.Google Scholar
  13. Black, K.P., Osborne, P., Villard, P. and Grant, D. (1997). Numerical simulation of high-resolution turbulence, orbital current and suspended sediment concentrations under swell at intra-wave time scales. Pacific Coasts and Ports’97, Christchurch, 7–11 September 1997.Google Scholar
  14. Bretschneider, C.L. and Reid, O.R. (1954). Modification of the wave height due to bottom friction, percolation and refraction. Technical Memorandum 45, Beach Erosion Board, US Army Corps of Engineers. 36 p.Google Scholar
  15. Dolphin, T.J. (1992). Low amplitude multiple bar systems in a fetch limited intertidal environment. MSc thesis, Univ. of Auckland, New Zealand. 143 pp. (Unpubl.)Google Scholar
  16. Green, M.O., Black, K.P. and Amos, C.L. (1998). Control of estuarine sediment dynamics by interactions between currents and waves at several scales. Marine Geology. 144: 97–116.CrossRefGoogle Scholar
  17. Hutt, J. and Black, K.P. (1997). Vertical attenuation of wave-induced pressure. Pacific Coasts and Ports’97, Christchurch, 7–11 September 1997.Google Scholar
  18. Hutt, J. (1997). Bathymetry and wave parameters defining the surfing quality of five adjacent reefs. MSc. Thesis, University of Waikato, New Zealand. 170 pp.Google Scholar
  19. Jenkins, G.P. and Black, K.P. (1994). Temporal variability in settlement of a coastal fish (Sil-laginodes punctata) determined by low-frequency hydrodynamics. Limnology and Oceanography. 39(7): 1744–1754.CrossRefGoogle Scholar
  20. McComb, P.J., Black, K.P., Atkinson, P.N., Healy, T.R. and Bell, R.G. (1997). High-resolution wave transformation on a coast with complex bathymetry. Pacific Coasts and Ports’97, Christchurch, 7–11 September 1997.Google Scholar
  21. Middleton, J.F. and Black, K.P. (1994). The low frequency circulation in and around Bass Strait: a numerical study. Continental Shelf Research 14 (13/14): 1495–1521.CrossRefGoogle Scholar
  22. Nielsen, P. (1986) Suspended sediment concentrations under waves. Coastal Engineering. 10:23–31.CrossRefGoogle Scholar
  23. Swart, D.H. (1974). A schematization of onshore-offshore transport. Proc. 14th Int. Conf. Coastal Eng. (ASCE), 884–900.Google Scholar
  24. Young, L.R., Black, K.P. and Heron, M.L. (1993). Circulation in the ribbon reef region of the Great Barrier Reef. Continental Shelf Research. 14 (2/3): 117–142.CrossRefGoogle Scholar

Copyright information

© Springer-Verlag Berlin Heidelberg 1999

Authors and Affiliations

  • K. Black
  • M. Green
  • T. Healy
  • R. Bell
  • J. Oldman
  • T. Hume

There are no affiliations available

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