next up previous contents
Next: About this document ... Up: A shallow water model Previous: Load Balancing

Bibliography

Agoshkov, V., Quarteroni, A. & Saleri, F. ( 1994).

Recent developments in the numerical solution of shallow water equations I: Boundary Conditions, Appl. Numer. Math. 15(2): 175-200.

Almanaque 1987 (1986).

SOHMA, Montevideo, Uruguay.
In Spanish.

Arakawa, A. (1988).

Physically-Based Modeling and Simulation of Climate and Climatic Change, Part-I, Kluwer Academic Press, chapter Finite-Difference methods in Climate Modeling, pp. 79-168.

Arakawa, A. & Lamb, V. R. (1980).

A potential entropy conserving scheme for the shallow water equations, Monthly Weather Review 109: 18-36.

Augenbaum, J., Cohn, S. & Marchesin, D. ( 1991).

Eliminating grid-orientation errors in ADI schemes, Applied Numerical Mathematics pp. 1-10.

Balay, M. A. (1961).

El Río de la Plata entre la atmósfera y el mar, Technical Report H.621, Servicio de Hidrografía Naval, Buenos Aires, Argentina.

Borche, A. (1985).

Modelo matemático de correntología do estuário do río Guaíba, Technical Report 12, Instituto de Pesquisas Hidráulicas da UFRGS, Porto Alegre, Brasil.
In Portuguese.

Cartas de Navegación del Río de la Plata ( 1995).

SOHMA, Montevideo, Uruguay.
Río de la Plata navigation charts, In Spanish.

Cartwright, D., Ray, R. & Sanchez, B. ( 1991).

Oceanic tide maps and spherical harmonic coefficients from geosat altimetry, Technical Report 104544, NASA, Goddard Space Flight Center.

Cekirge, H., Berlin, J., Bernatz, R. & Koch, M. ( 1994).

An appropiate algorithm in parallel computations for three-dimensional hydrodynamics, Math. Comput. Modeling 20(1): 65-84.

Dawson, C. & Dupont, T. (1994).

Explicit/implicit, conservative domain decomposition procedures for parabolic problems based in block centered finite differences, SIAM J. Numer. Anal. 31(4): 1045-1061.

Edlund, C. (1996).

A solver for the shallow-water equations on overlapping grids, Technical Report 186, Uppsala University, Sweden.

Freeman, T. & Philipps, C. (1992).

Parallel Numerical Algorithms, Prentice Hall International, chapter Fundamentals.

Geist, A., Beguelin, A., Dongarra, J., Mancheck, R. & Sunderam, V. (1993).

PVM 3.0 Users's Guide and Reference Manual, Oak Ridge National Laboratory Report.

Gropp, W. D. & Keyes, D. E. (1992)
.
Domain decomposition methods in computational fluid dynamics, Int. J. Numer. Meths. Fluids 14: 147-165.

Guarga, R., Kaplan, E., Vinzón, S., Rodríguez, H. & Piedracueva, I. (1992).

Aplicación de un modelo de corrientes en diferencias finitas al Río de la Plata, Revista Latinoamericana de Hidráulica 1(4): 93-115.
In Spanish, with English abstract.

Gustafsson, B., Kreiss, H.-O. & Oliger, J. ( 1995).

Time Dependent Problems and Difference Methods, John Wiley and Sons.

Hirsch, C. (1991).

Numerical Computation of Internal and External Flows, John Wiley and Sons.

Johnsson, S. L., Saad, Y. & Schultz, M. ( 1985).

Alternating direction method on multiprocessors, Technical report, Yale University.

Kaplan, E. (1997).

A shallow water model distributed using Domain Decomposition, in P. Bjørstad, M. Espedal & D. Keyes (eds), Proc. Ninth Int. Conf. on Domain Decomposition Meths., John Wiley and Sons, Bergen, Norway.

Kaplan, E. (1998a).

Home page.
Animations of PTidal results.
URL: http://ww w.fing.edu.uy/~elias

Kaplan, E. (1998b).

Performance measurement of a distributed shallow water model running on a range of different parallel computers, Proceedings of the 4th World Congress on Computational Mechanics.
To appear, published in CD-ROM.

Kaplan, E., Vinzón, S. & Rodríguez, H. ( 1992).

Application of a tidal currents numerical model to the Río de la Plata, Hydraulic Engineering Software IV, Fluid Flow Modeling, Vol. 4 of Hydrosoft, Elsevier, pp. 561-573.

Kim, C. & Lee, J. (1994).

A three-dimensional pc-based hydrodynamic model using an ADI scheme., Coastal Engineering 23: 271-287.

Leca, P. & Mane, L. (1992).

A 3-D ADI algorithm on distributed memory multiprocessors, in H. D. Simon (ed.), Parallel Computational Fluid Dynamics, Implementation and Results, pp. 149-165.

Leendertse, J. & Liu, S. (1975).

A three-dimensional model for estuaries and coastal seas: Vol. II, Aspects of computation., Technical report, The Rand Corp., Santa Monica, California, USA.

Liu, S. & Leendertse, J. (1978).

Multidimensional numerical modeling of estuaries and coastal seas, Technical report, The Rand Corp., Santa Monica, Calif., California, USA.

Neta, B. (1992).

Analysis of finite elements and finite differences for shallow water equations: A review, Mathematics and computers in simulation 34(2): 141-161.

Pankratov, K. (1995).

Saga.
NNGRIDR implementation in Matlab.
URL: http://puddle.mit.edu:80/~glenn/kirill/saga.html

Ray, R. (1993).

Global ocean tide models on the eve of TOPEX/POSEIDON, IEEE Transactions on Geos. and Rem. Sensing 31(2): 355-364.

Rizzi, A. & Engquist, B. (1987).

Selected topics in the theory and practice of CFD, Journal of Computational Physics 72(1): 1-69.

Roache, P. (1972).

Computational Fluid Dynamics, Hermosa Publishers.

Roed, L. & Cooper, C. (1987).

A study of various open boundary conditions for wind forced barotropic numerical ocean models, Oceanography Series, Vol. 45, Elsevier, pp. 305-335.

Schwiderski, E. (1983).

Atlas of ocean tidal charts and maps: I. the semidiurnal principal lunar tide M2, Marine Geodesy 6(3-4): 219-265.

Shivaratri, Krueger & Singhal ( 1992).

Load distributing for locally distributed systems, IEEE Computer pp. 33-44.

Sjögreen, B. (1998).

Private communication.
URL: http://w ww.nada.kth.se/~bjorns

Table des marées des grands ports du Monde ( 1983).

SHOM, Service Hydrographique et Océanographique de la Marine, Paris, France.
In French.

Warren, M. S., Becker, D. J., Goda, P. M. & Salmon, J. K. (1997).

Parallel supercomputing with commodity components, Proceedings of the International Conference on Parallel and Distributed Processing Techniques and Applications, pp. 1372-1381.

Watson, D. (1994).

NNGRIDR, An Implementation of Natural Neighbor Interpolation, David Watson, P.O. Box 734, Claremont, WA 6010, Australia.
URL: http://ngwww.ucar.edu/ngdoc/ng4.1/ngmath/natgrid/nnhome.ht ml

Wu, T., McCutcheon, S. & Ambrose, R. ( 1994).

A procedure using five analytical solutions to verify tidal circulation models, 1994 ASCE National Conference on Hydraulic Engineering, pp. 890-894.



Elias Kaplan M.Sc.
1998-07-22