Propagation of monochromatic water wave trains

Ocean Engineering

Volumn 34, Issue 13, 2007, Pages 1850-1862

  Zaman, M Hasanat ^a   Togashi, Hiroyoshi ^b   Emile Baddour, R ^a  

^a NATIONAL RESEARCH COUNCIL CANADA   (Canada)

^b NAGASAKI UNIVERSITY   (Japan)

Author keywords

Experiment; Velocity distribution; Vertically integrated model; Wave energy

Indexed keywords

EQUATIONS OF MOTION; MATHEMATICAL MODELS; VELOCITY DISTRIBUTION; WAVE POWER;

CONTINUITY EQUATION; ENERGY PROPAGATION; STOKES THIRD-ORDER WAVE THEORY; WATER WAVE PROPAGATION;

WATER WAVES;

EQUATIONS OF MOTION; MATHEMATICAL MODELS; VELOCITY DISTRIBUTION; WATER WAVES; WAVE POWER;

DEEP WATER; ENERGY FLOW; EXPERIMENTAL STUDY; NONLINEARITY; NUMERICAL MODEL; SHALLOW WATER; STOKES FORMULA; SURFACE WAVE; VELOCITY PROFILE; WAVE PROPAGATION; WAVE VELOCITY;

EID: 34250794452     PISSN: 00298018     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.oceaneng.2006.11.009     Document Type: Article

References (31)

1. Abbott M.B. Computational Hydraulics: Elements of the Theory of Free Surface Flows (1986), Addison-Wesley Longman Publishing Co, Reading, MA pp. 1-323
2. Agnon Y., and Sheremet A. Stochastic non-linear shoaling of directional spectra. Journal of Fluid Mechanics 345 (1997) 79-99
3. Battjes, J.A., 1994. Shallow water wave modelling. International Symposium: Waves-Physical and Numerical Modelling, pp. 1-23.
4. Beecham, S., Khiadani, M.H., Kandasamy, J., 2005. Friction factors for spatially varied flow with increasing discharge. Journal of Hydraulic Research ASCE, 1-8.
5. Beji S., and Nadaoka K. Fully dispersive nonlinear water wave model in curvilinear coordinates. Journal of Computational Physics 198 (2004) 645-658
6. Cruz E.C., and Isobe M. Numerical wave absorbers for short and long wave modelling. Proceedings of the International Symposium on Waves-Physics and Numerical Modelling vol. 2 (1994), University of British Columbia 992-1001
7. Dean R.G., and Dalrymple R.A. Water Wave Mechanics for Engineers and Scientists (1992), JBW Printers and Binders pp. 1-353
8. Dronkers J.J. Tidal computations for rivers, coastal areas and seas. Journal of Hydraulic Division, Proceedings of ASCE 95 1 (1969) 39-49
9. Eldeberky Y., and Madsen P.A. Fully dispersive spectral models of triad wave interactions. Proceedings of the 26th International Conference on Coastal Engineering (ASCE) (1998)
10. Hager W.H. Open channel hydraulics of flows with increasing discharge. Journal of Hydraulic Research 21 3 (1983) 177-193
11. Hamada, T., 1951. Breakers and beach erosion. Report of the Transactions of Technical Research Institute, vol. 1, pp. 1-165.
12. Hedges T.S. An empirical modification to linear wave theory. Proceedings of the Institute of Civil Engineers, Part 2 61 5 (1976) 75-579
13. Herbers T.H.C., and Burton M.C. Non-linear shoaling of directionally spread waves on a beach. Journal of Geophysical Research 102 C9 (1997) 21101-21114
14. Horikawa K. Nearshore dynamics and coastal processes (1988), University of Tokyo Press pp. 1-522
15. Kaihatu J.M., and Kirby J.T. Non-linear transformation of waves in finite water depth. Physics of Fluid 7 8 (1995) 1903-1914
16. Lamb H. Hydrodynamics. sixth ed (1945), Dover, New York pp. 1-306.
17. Madsen, P., Sorensen, O., 1993. Bound waves and triad interactions in shallow water. Ocean Engineering 18, 183-204.
18. McCowan J. On the highest wave of permanent type. Philosophical Magazine Series 5 38 (1894) 351-357
19. Michell J.H. On the highest waves in water. Philosophical Magazine Series 5 36 (1893) 430-437
20. Nwogu O. An alternative form of the Boussinesq equations for modelling the propagation of waves from deep to shallow-water. Journal of Waterway, Port, Coastal and Ocean Engineering 1196 (1993) 618-638
21. Ohyama, T., Kioka, W., Tada, A., 1995. Applicability of numerical models to nonlinear dispersive waves. Coastal Engineering Elsevier Science Publication B. V. 24, 301-311.
22. Peregrine D.H. Long waves on a beach. Journal of Fluid Mechanics 27 4 (1967) 815-827
23. Phillips O.M. The Dynamics of the Upper Ocean. second ed. (1997), University Press, Cambridge
24. Rahman M. Water Waves (1995), Oxford Science Publications pp. 1-343.
25. Sarpkaya T., and Issscson M. Mechanics of Wave Forces on Offshore Structures (1981), Van Nostrand Reinhold, New York pp. 1-651
26. Stoker J.J. Water Waves (1957), Interscience, New York pp. 1-567
27. Tucker, M.J., 1991. Waves in ocean engineering: measurement, analysis and interpretation. Ellis Horwood Series in Marine Science, pp. 1-431.
28. Ursell F. The long-wave paradox in the theory of gravity waves. Proceedings of the Cambridge Philosophy Society 49 (1953) 685-694
29. Yu, X., 1990. Study on wave transformation over submerged plate. Ph.D. Thesis, University of Tokyo, 1-153.
30. Zaman M.H., and Togashi H. Experimental study on interaction among waves, currents and bottom topography. Proceedings of the Civil Engineering in the Ocean, JSCE 12 (1996) 49-54
31. Zaman, M.H., Togashi, H., 1997. Modeling horizontally two dimensional wave-current coexistence field over uneven topography. Proceedings of the Seventh International Offshore and Polar Engineering Conference, ISOPE-97, vol. III, Hawaii, USA, pp. 838-845.