Lagrangian model for oil spill diffusion at Sea

Spill Science and Technology Bulletin

Volumn 5, Issue 5-6, 1999, Pages 331-336

  Lonin, Serguei A ^a  

^a Escuela Naval   (Colombia)

Author keywords

Lagrangian equation; Langeven equation; Oil droplet mixing; Oil spill

Indexed keywords

DROPLET; LAGRANGIAN ANALYSIS; OIL SPILL;

DROPLET; LAGRANGIAN ANALYSIS; OIL SPILL;

EID: 0033512844     PISSN: 13532561     EISSN: None     Source Type: Journal    
DOI: 10.1016/S1353-2561(99)00078-X     Document Type: Article

References (17)

1. Al-Rabeh A.H., Cekirge H.M., Gunay N. Stochastic model of oil spill fate and transport. Appl. Math. Model. 13(6):1989;322-329.
2. Aravamudan, K., Raj, P., Ostlund, J., Newman, E., Tucker, W., 1982. Break up of oil on rough seas - simplified models and step-by-step calculations. US Coast Guard Report. CG-D-28-82. US Department. of Transportation. Washington, DC.
3. ASCE Task Committee on Modeling of Oil Spills of the Wat. Res. Eng. Div., 1996. State-of-the-art review of modeling transport and fate of oil spills. J. Hydraul. Eng. 122 (11), 594-609.
4. Averina, T.A., Dmitriev, N.V., Sabelfeld, K.K., 1992. Admixture transfer simulation for the upper turbulent layer of water basin. Preprint 965, Novosibirsk (in Russian).
5. Delvigne G.A.L., Sweeney C.E. Natural dispersion of oil. Oil and Chemical Pollution. 4:1988;281-310.
6. Elliot A.J. Shear Diffusion and the Spread of Oil in the Surface Layers of the North Sea. Dt. Hydrodr. Z. H. 39(3):1986;113-137.
7. Fingas, M., 1998. Personal Communication. Emergencies Science Division, Environment Canada, Ottawa, Ontario, Canada K1A OH3.
8. Fletcher, C.A.J., 1988. Computational Techniques for Fluid Dynamics 2, Specific Techniques for Different Flow Categories, NY, 552.
9. Hockney R.W., Eastwood J.W. Computer Simulation Using Particles. 1981;640 McGraw-Hill, New York.
10. Monin, A.S., Yaglom, A.M., 1971. Statistical Fluid Mechanics, vol. 1. MIT Press, Cambridge, p. 696.
11. Lonin S.A. Hydrodynamic modelling and the problem of oil spills on the colombian Caribbean shoreline. Spill Technology Newsletter. 22(1-4):1997;1-6.
12. Okubo A. The effect of shear in an oscillatory current on horizontal diffusion from an instantaneous source. Limnol. Oceanol. 1:1967;194-204.
13. Ozmidov, R.V., 1986. Diffusion of contaminants in the ocean. Leningrad. Gidrometeoizdat. (in Russian).
14. Proctor R., Flather R.A., Elliot A.J. Modelling tides and surface drift in the Arabian Gulf-application to the Gulf oil spill. Continental Shelf Res. 14(5):1994;531-545.
15. Sebastião P., Soares C.G. Modelling the fate of oil spills at sea. Spill Science and Technol. Bull. 2(2/3):1995;121-132.
16. Spaulding, M.L., Odulo, A., Kolluru, V.S., 1993. A hybrid model to predict the entrainment and subsurface transport of oil. Spaulding Environmental Associates Inc. (SEA).
17. Zatzepa, S.N., 1989. A mathematical model of oil spill dynamics on the sea surface, Ph.D. Thesis, GOIN, Moscow (in Russian).