By Krause E. (ed.)

ISBN-10: 3540119485

ISBN-13: 9783540119487

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That is to say, any error appearing in the course of computation is suppressed by the use of this method. 91. 3) for the transport problem, where n is the direction perpendicular to the boundary. Here r l > 0, r2 > 0, la(< C,

1960. Finite Difference Methods for Partial Differential Equations. , New York. , 1962. Numerical Solution of Ordinary and Partial Differential Equations. Addison-Wesley Pub. , Reading, Mass. , 1967. The Small Steps Method of Solving the Mathematical Physics Problem (in Russian). Published by Nauka. Moscow. S. , 1969. A Reliable Method of the Numerical Integration of a Large Class of Ordinary and Partial Differential Equations. 97, N. , 1974. Numerical Solution of Sea and Air Dynamic’s Problems (in Russian).

11, Addison-Wesley Pub. , Reading, Mass. 45 Chapter 111 STEADY MOTION - OCEANOGRAPHICAL EXAMPLES In this chapter the system of equations ( 1 . 2 4 ) and ( 1 . 2 5 ) is applied a = 01, when the nonlinear phenomena are of to study steady currents (at no importance. Since the equations are now linear and if we take the bottom friction in the linear form ( 1 . 6 3 ) , it is possible to obtain an analytical solution in a simple-shaped sea area. We shall briefly introduce such solutions here, since they play an important rale in testing the numerical calculation.

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8th Int'l Conference on Numerical Methods in Fluid Dynamics by Krause E. (ed.)

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