Numerical simulation of tides in the World Ocean: 2. Experiments of the sensitivity of the solution to choice of the shelf effect parameterization and to variations in shelf parameters

Author:

Gotlib Vadim Yu.,Kagan Boris A.

Publisher

Springer Science and Business Media LLC

Subject

Oceanography,Oceanography

Reference12 articles.

1. Accad, Y. and C. L. Pekeris, 1978: Solution of the tidal equations for the M2 and S2 tides in the World Ocean from a knowledge of the tidal potential alone. Philos. Trans. r. Soc. (A)290, No 1368, S. 235–266.

2. Gates, W. L. and A. B. Nelson 1975: A new (revised) tabulation of the Scripps topography on a 1o global grid. Part 2: Ocean depths. Report prep. for Defence Adv. Res. Projects Agency, R. 1227-1-ARPA. Santa Monica, Calif.: Rand Corporation. 137 S.

3. Gotlib, V. Yu. and B. A. Kagan, 1980: Simulation of tides in the World Ocean with allowance for the shelf effects. Dokl. Akad. Nauk SSSR,251, 710–713.

4. Gotlib, V. Yu. and B. A. Kagan, 1981: Numerical simulation of tides in the World Ocean. 1. Parameterization of the shelf effects. Dt. hydrogr. Z.34, 273–283.

5. Hendershott, M. C., 1977: Numerical models of ocean tides In: The sea. Ideas and observations on progress in the study of the sea. Ed.: E. D. Goldberg et al. Vol. 6: Marine modeling. S. 47–95. New York: Wiley

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