three-dimensional model for estuaries and coastal seas
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three-dimensional model for estuaries and coastal seas prepared for the Office of Water Research and Technology, Department of the Interior by Jan J. Leendertse

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Published by Rand in Santa Monica, CA .
Written in English

Subjects:

  • Estuaries -- Mathematical models.,
  • Coasts -- Mathematical models.

Book details:

Edition Notes

StatementJan J. Leendertse, Shiao-kung Liu.
Series[Report] - Rand Corporation ; R-1764-OWRT, R-2187-OWRT, R-2405-NOAA
ContributionsLiu, Shiao-kung, joint author., United States. Office of Water Research and Technology.
Classifications
LC ClassificationsAS36 .R3 R-1764, etc., GC97 .R3 R-1764, etc.
The Physical Object
Paginationv. :
ID Numbers
Open LibraryOL4945703M
ISBN 100833001558
LC Control Number76373429

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Get this from a library! A three-dimensional model for estuaries and coastal seas: prepared for the Office of Water Research and Technology, Department of the Interior. [Jan J Leendertse; Shiao-kung Liu; United States. Office of Water Research and Technology.] Get this from a library! A three-dimensional model for estuaries and coastal seas. Volume V, Turbulent energy program. [Jan J Leendertse; Shiao-kung Liu; Rand Corporation.; United States. Office of Water Research and Technology.] The model is developed to establish a basis for predicting oil spill trajectories and for risk analysis of proposed oil lease areas within this coastal sea. Currents in this area are strongly tide-dominated and consistently nonhomogeneous, requiring a three-dimensional model to resolve vertical distribution of energy density and shear stress Describes the principles of computation for a three-dimensional model of estuaries, bays, and coastal seas in which nonisotropic density conditions exist. Numerical integration of the finite difference equations for motion, transport, and continuity are ://

A computer program of a three-dimensional model for estuaries and coastal seas is presented. The program can perform numerical interation of the equations of motion, the equation of continuity, and the equations representing transport of salt and temperature. A complicated equation of state is :// The fourth in a series of reports describing the development of a three-dimensional finite-difference water-flow model for estuaries and coastal seas. The present report introduces a significant change in the computational method which removes the most critical stability condition and A three‐dimensional, primitive equation, time‐dependent, σ coordinate, free surface, estuarine and coastal ocean circulation model is described in detail. An apparently unique feature is its Imbedded turbulent closure submodel which on the basis of previous studies should yield realistic, Ekman surface and bottom :// Published by the American Geophysical Union as part of the Coastal and Estuarine Studies, Volume In establishing the peculiar niche of a volume of conference proceedings within the scientific literature, the editor has a responsibility (beyond the culling and processing) to inform readers of the background to the conference, the subject areas and specific ://

  A high resolution 3D model system for baroclinic estuarine dynamics and passive pollutant dispersion (J. Krohn et al.). A three dimensional numerical model of semi-diurnal tides on the European continental shelf (A.M. Davies). A general 3-dimensional eddy-resolving model for stratified seas (I.D. James). A 3-D model of the Severn Estuary (J. Wolf). This paper describes a model which simulates transport of dissolved or suspended matter in three dimensions by sets of discrete particles being displaced in three dimensions at each time step. The tr A one-dimensional coastal model with vertical turbulence closure scheme seems to be able to reproduce the major features of the vertical structure of the tidal ellipses at a seaward station on a A three - dimensional model for dissolved and suspended matter in estuaries and coastal seas. toon extra info. [by] G.C. van Dam and R.A. Louwersheimer. Paper presented at the 5th international biennial conference physics of estuaries and coasted seas, Gregynog, Wales, UK, July