Hybrid wave models their applications for steep ocean waves

Marine Technology Society Journal

Volumn 33, Issue 3, 1999, Pages 15-26

  Zhang, Jun ^a  

^a TEXAS A AND M UNIVERSITY   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

MODEL; WAVE;

FLUID STRUCTURE INTERACTION; MATHEMATICAL MODELS; OCEANOGRAPHY; OFFSHORE STRUCTURES; TIME SERIES ANALYSIS; WATER WAVE EFFECTS;

HYBRID WAVE MODELS;

WATER WAVES;

MATHEMATICAL MODELING; STEEPNESS; WAVE BEHAVIOR;

NUMERICAL MODEL; WAVE MODELING;

EID: 0033500049     PISSN: 00253324     EISSN: None     Source Type: Journal    
DOI: 10.4031/MTSJ.33.3.3     Document Type: Article

References (36)

1. Borgman, LE. 1990. Irregular ocean waves: kinematics and forces. In: Tlie Seas: Vol. 9, Ocean Engineering Science, Part A. eds. Lemehaute and lianes, pp. 121-168. J. Wiley and Sons.
2. Cao, P. & Zhang, J. 1997. Slow motion response of compliant offshore structures. J. Offshore and Polar Engrg. 7: 119-126.
3. Chen, L. & Zhang, J. 1998. On interaction between intermediate-depth long waves and deep-water short waves. J. Ocean Engrg. 25: 395-423.
4. Dommermuth, D.G. & Yue, D.K.P. 1987. A high-order spectral method for the study of nonlinear gravity waves. J. Fluid Mech., 184: 267-288.
5. Hasselmann, K. 1962. On the nonlinear energy transfer in a gravity-wave spectrum, part 1, General theory. J. Fluid Mech. 12: 481-500.
6. Herbers, T.H.C. & Guza, R.T. 1991. Wind-wave nonlinearity observed on the seafloor. Part I Forced wave energy. J. Phys. Oceanog. 21: 1740-1761.
7. Herbers, T.H.C. & Guza, R.T. 1992. Wind-wave nonlinearity observed on the seafloor. Part II Wavenumbers and third-order statistics. J. Phys. Oceanog. 22: 489-504.
8. Isobe, M., Kondo, K., & Horikawa, K. 1984. Extension of MLM for estimating directional wave spectrum. Proc. Symp. on description & modeling of directional seas, pp. 1-15, Technical Univ. of Denmark.
9. Johnson, R.P. 1995. Spar model test. Joint Industry Project Rep. No. 1, Offshore Teclmology Research Center.
10. Komen, G.J., Cavalieri, L., Donelan, M., Hasselmann, K, Hasselmann, S. £Janssen, P.A.E.M. 1994. Dynamics and modeling of ocean waves. Cambridge Uni. Press.
11. Longuet-Higgins, M.S. & Stewart, R.W. 1960. Changes in the form of short gravity waves on long waves and tidal currents. J. Fluid Mech. 8: 565-583.
12. Masuda, A., Kuo, Y. & Mitsuyasu, H. 1979. On the dispersion relation of random gravity waves, Part I, Theoretical framework. J. Fluid Mcch. 92: 717-730.
13. Meza Conde, E., Zhang, J., & Seymour R.J. 1999. Prediction of surface wave elevation based on the pressure measurements. J. Offshore £Polar Engr. (in press).
14. Philips, O.M. 1960. On the dynamics of unsteady gravity waves of finite amplitude, Part 1. J. Fluid Mech. 9: 193-217.
15. Philips, O.M. 1981. The dispersion of short wavelets in presence of dominant long wave. J. Fluid Mech. 107: 465-485.
16. Philips, O.M. 1979. Surface wave physics - A survey. Flow Res. Rep. No. 145, Flow Res. Co. Div. of Flow Industries, Inc., Kent, WA.
17. Prislin, I., Zhang, J. & Seymour, R.J. 1997. Deterministic decomposition of short crested irregular gravity waves in deep water. J. Geophys. Res. 10(C6): 12,677-12,688.
18. Rainey, R.C.T. 1989. A new equation for calculating wave loads on offshore structures. J. Fluid Mech. 20-1: 195-224.
19. Randall, R.E., Zhang, J. & Longridge, J.K. 1993. Laser Doppler anemometer measurements of irregular water wave kinematics. J. Ocean Engrg. 20: 541-554.
20. Rodenbusch, G. & Forristall, G.Z. 1986. An empirical for random directional wave kinematics near the free surface. Offshore Technology Conference, OTC. Paper No. 5097.
21. Śeymour, R.J., Castel, D., McGehee, D. Thomas, J. & O'Reilly, W. 1993. New technology in coastal wave monitoring, Ocean wave measurments & analysis. Eds. Magoon & Hemsley. pp. 105-123. ASCE, New York.
22. Spell, C.A., Zhang, J. & Randall, R.E. 1996. Hybrid wave model for uni-directional irregular waves Part II. Comparison with laboratory measurements. Applied Ocean Res. 18: 93-110.
23. Steele, KM., Finn, L.D. & Lambrakos, K.F. 1988. Compliant tower response prediction procedures. Offshore Technology Conf. OTC. Paper No. 5783.
24. Su, M.Y. & Green, A.W. 1981. Experimental studies of strong nonlinear interactions of deep-water gravity waves. Wave Dynamics and Radio Probing of Ocean Surface. Eds. Philips & Hasselmann, pp. 231-253, Plenum, New York.
25. Tick, L.J. 1959. A nonlinear random model for gravity waves. J. Maths & Mech., 8: 643-652.
26. Torum, A. & Gudmestad, O.T. 1989. Water wave kinematics. NATO ASI Series, Series E: Applied Science, 178 pp, Kluwer Academic Publishers.
27. Weber, B.L. & Barrick, D.E. 1977. On the nonlinear theory for gravity waves on the ocean's surface, Part I. Derivations. J. Geophys. Res. 100(C1): 773-778.
28. West, B.J., Brueckner, KA. Janda, R.S., Milder, D.M. 7 Milton, R.L. 1987. A new numerical method for surface hydrodynamics. J. Geophys. Res. 92, 11,803-11,804.
29. Wheeler, J.D. 1970. Method for calculating forces produced by irregular waves. J. Petroleum Tech. 249: 359-367.
30. Yang, C. & ErteMn, R.C. 1992. Numerical simulation of nonlinear wave diffraction by a vertical cylinder. J: OMAE, 114:36-44.
31. Yuen, U.C. & Lake, B.M. 1982. Nonlinear dynamics of deep-water gravity waves. Adv. Appl. Mech., 22: 67-229.
32. Zhang, J., Randall, R.E. & Spell, C.A. 1991. Component wave interactions and irregular wave kinematics. J. Wat., Port, Coastal and Ocean Engr. 118: 401-416.
33. Zhang, J., Hong, K. & Yue, D.KP. 1993. Effects of wavelength ratio on wave modeling. J. Fluid Mech. 248: 107-127.
34. Zhang, J., Chen, L., Ye, M. & Randall, R.E. 1996. Hybrid wave model for unidirectional irregular waves, Part I. Theory and numerical scheme. Applied Ocean Res. 18: 77-92.
35. Zhang, J., Yang, J., Prislin, I., Wen, J. & Hong, K 1998a. Deterministic wave model for short-crested ocean waves, Part I. Theory and numerical scheme. Applied Ocean Res. 21: 167-188.
36. Zhang, J., Prislin, I., Yang, J., & Wen, J. 1998b. Deterministic wave model for short-crested ocean waves, Part II. Comparison with laboratory and field measurements. Applied Ocean Res. 21: 189-206.