Numerical investigation of violent wave impact on offshore wind energy structures using MLPG-R method

Proceedings of the International Offshore and Polar Engineering Conference

Volumn , Issue , 2009, Pages 503-509

  Zhou, J T ^a   Ma, Q W ^a   Zhang, L ^b   Yan, S ^a  

^a CITY UNIVERSITY   (United Kingdom)

^b HARBIN ENGINEERING UNIVERSITY   (China)

Author keywords

MLPG R method; Offshore wind energy structure; Solitary wave breaking; Wave impact

Indexed keywords

DAM-BREAKING; EXPERIMENTAL DATA; IMPACT PRESSURES; MESHLESS LOCAL PETROV-GALERKIN METHODS; NUMERICAL INVESTIGATIONS; OFF-SHORE WIND ENERGY; RANKINE SOURCE; SOLITARY WAVE; WAVE IMPACTS;

GALERKIN METHODS; OCEANOGRAPHY; OFFSHORE STRUCTURES; SOLITONS;

WIND POWER;

EID: 74549129968     PISSN: 10986189     EISSN: 15551792     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (26)

1. Atluri, SN, and Zhu, T (1998). "A New Meshless Local Petrov Galerkin (MLPG) Approath in Computational Mechanics," Computational Mechanics, Vo1 22, pp 117-127.
2. Atluri, SN, and Shen, S (2002). "The Meshless Local Petrov-Galerkin (MLPG) Method: A Simple & Less-costly Alternative to the Finite Element and Boundary Element Methods," CMES: Computer Modelling in Engineering & Sciences, Vol 3 (1), pp 11-52.
3. Belytschko, T, Lu,Y.Y, and Gu, L (1994). "Element-Free Galerkin Methods," Int.J.Numr.Meth.Eng., Vol 37, pp 229-256.
4. Blackmore, PA and Hewson, PJ (1984), "Experiments on Full Scale Wave Impact Pressures," Coast. Eng. Vol 8, pp 331-346.
5. Bullock, GN, Crawford, AR, Hewson, PJ, Walkden, MJA and Bird, PAD (2001), "the Influence of Air and Scale on Wave Impact Pressures," Coast. Eng. Vol 42, pp 291-312.
6. Chan, ES and Melville, WK (1988), "Deep-water Plunging Pressures on a Vertical Plane Wall," Proc. R. Soc. London. England, A417, pp 95-131.
7. Goring, DG (1978). "Tsunamis the Propagation of Long Waves onto A Shelf," Report No. KH-R-38, W.M.Kech Laboratory of Hydraulics and Water Resources, California Institute of Technology, Pasadena, CA. pp 337.
8. Grilli, ST, Guyenne, P and Dias, F, (2001). "A Fully Non-linear Model for Three-dimensional Overturning Waves Over an Arbitrary Bottom," Int. J. Numer. Meth. Fluid, Vol35, pp 829-867.
9. Hirt, CR and Nichols (1981), "Volume of Fluid (VOF) Method for the Dynamics of Free Boundaries," J. Comput. Phys. Vol 39, pp 201-225.
10. Klessfsman, KMT, Fekken, G, Veldman, AEP, Iwanowski, B and Buchner, B (2005), "A Volume-of-Fluid Based Simulation Method for Wave Impact Problems," Journal of Computational Physics, Vol 206, pp 363-393.
11. Koshizuka, S, and Oka, Y (1996). "Moving-Particle Semi-Implicit Method for Fragmentation of Incompressible Fluid," Nuclear Science and engineering: Vol 123, pp 421-434.
12. Kirkgöz, MS (1982). "Shock Pressure of Breaking Waves on Vertical Walls," J.WatWay Port Coast. Ocean Div. ASCE, Vol 108, pp 81-95.
13. Kirkgöz, MS (1991). "Impact Pressure of Breaking Waves on Vertical and Sloshing Walls," Ocean Eng. Vol 18, pp 45-59.
14. Kirkgöz, MS (1995). "Breaking Wave Impact on Vertical and Sloping Coastal Structures," Ocean Eng. Vol 22 (1), pp 35-48.
15. Ma, QW (2005a). "Meshless Local Petrov-Galerin Method for Two-dimensional Nonlinear Water Wave Problems," Journal of Computational Physics, Vol 205, Issue 2, pp 611-625.
16. Ma, QW (2005b). "MLPG Method Based on Rankine Source Solution for Simulating Nonlinear Water Waves," CMES: Computer Modelling in Engineering &Sciences, Vol 9, No 2, pp 193-209.
17. Ma, QW (2007). "Numerical Generation of FreakWaves Using MLPG-R and QALE-FEM Methods", CMES, Vol 18, No 3, pp 223-234.
18. Ma, QW (2008). "A New Meshless Interpolation Scheme for MLPG-R Method," CMES: Computer Modelling in Engineering &Sciences, Vol 23, No 2, pp 75-89.
19. McKee, S, Tomé, MF, Ferreira, VG, Cuminato, JA, Castelo, A, Sousa, FS and Mangiavacchi, N (2007), "The MAC Method," Computer and Fluids, Vol 37, Issue 8, pp 907-930.
20. Mogridge, GR and Jamieson, WW (1980), "Wave Impact Pressures on Composite Breakwaters," In: Proceeding of the 17th Conference on Coastal engineering, Sydney, Australia, pp 1829-1848.
21. Neelamani, S, Schuttrumpf, H, Muttray, M and Oumeraci, H (1999), "Prediction of Wave Pressures on Smooth Impermeable Seawalls," Ocean Eng. Vol 26, pp 739-765.
22. Renato, NE and Alvaro, LGAC (2007), "Stabilized Edge-based Finite Element Simulation of Free-surface Flows," Int. J. Numer. Meth. Fluids, Vol 54, pp 965-993.
23. Onate, E, Idelsohn, S, Zienkiewicz, OC, Taylor, RL, and Sacco, C (1996). "A stabilized Finite Point Method for Analysis of Fluid Mechanics Problems," Comput. Methods Appl. Mech. Engrg.139: pp 315-346.
24. Sussman, M and Fatemi, E (1999), "An Efficient, Interface Preserving Level Set Re-distancing Alogorithm and Its Application to Interfacial Incompressible Fluid Flow," SIAM J.Sci.Comput. 20, pp 1165-1191.
25. Tezduyar, TE (1992), "Stabilized Finite Element Formulations for Incompressible Flow Computations," Advances in Applied Mechanics, Vol 28, pp 1-44.
26. Zhou, JT, Ma, QW and Yan, S (2008), "Numerical Implementation of Solid Boundary Condition in Meshless Methods," ISOPE, 2008, Vancouver, BC, Canada, Vol 3, pp 16-23.