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A Semi-Implicit, Three-Dimensional Model for Estuarine ... - USGS

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7. References 149<br />

Galperin, Boris, and Mellor, G.L., 1990b, A time-dependent three-dimensional model of the Delaware Bay and River system. Part<br />

2—<strong>Three</strong>-dimensional flow fields and residual circulation: <strong>Estuarine</strong>, Coastal, and Shelf Science, v. 31, no. 3, p. 255−281.<br />

Gerdes, Rüdiger, 1993, A primitive equation ocean circulation model using a general vertical coordinate trans<strong>for</strong>mation—1.<br />

Description and testing of the model: American Geophysical Union, Journal of Geophysical Research (Oceans), v. 98, no. C8,<br />

p. 14683−14701.<br />

Golub, G.H. and Van Loan, C.F., 1989, Matrix computations (2nd ed.): Baltimore, Md., Johns Hopkins University Press, 642 p.<br />

Grant, W.D., and Madsen, O.S., 1979, Combined wave and current interaction with a rough bottom: American Geophysical Union,<br />

Journal of Geophysical Research (Oceans), v. 98, no. C4, p. 1797−1808.<br />

Grant, W.D., and Madsen, O.S., 1982, Movable bed roughness in unsteady oscillatory flow: American Geophysical Union, Journal<br />

of Geophysical Research (Oceans), v. 87, no. C1, p. 469−481.<br />

Grant, W.D., and Madsen, O.S., 1986, The continental shelf bottom boundary layer: Annual Review of Fluid Mechanics, v. 18, p.<br />

265−305.<br />

Gray, W.G., and Lynch, D.R., 1977, Time-stepping schemes <strong>for</strong> finite element tidal model computations: Advances in Water<br />

Resources, v. 1, no. 2, p. 83−95.<br />

Gross, T.F., and Nowell, A.R.M., 1983, Mean flow and turbulence scaling in a tidal boundary layer: Continental Shelf Research,<br />

v. 2, no. 2/3, p. 109−126.<br />

Haidvogel, D.B., Wilkin, J.L., Young, R., 1991, A semi-spectral primitive equation ocean circulation model using vertical sigma<br />

and orthogonal curvilinear horizontal coordinates: Journal of Computational Physics, v. 94, p. 151−185.<br />

Haltiner, G.J., and Williams, R.T., 1980, Numerical prediction and dynamic meteorology (2nd ed.): New York, Wiley, 477 p.<br />

Hamrick, J.M., 1992, A three-dimensional environmental fluid dynamics computer code—theoretical and computational aspects:<br />

The College of William and Mary, Virginia Institute of Marine Science, Special report no. 317 in Applied Marine Science<br />

and Ocean Engineering, Glouster Point, Va., 63 p.<br />

Haney, R.L., 1991, On the pressure gradient <strong>for</strong>ce over steep topography in sigma coordinate ocean models: American<br />

Meteorological Society, Journal of Physical Oceanography, v. 21, no. 4, p. 610−619.<br />

Hansen, D.V., and Rattray, Maurice, 1965, Gravitational circulation in straits and estuaries: Journal of Marine Research, v. 23,<br />

no. 2, p. 104−122.<br />

Haq, A., Lick, Wilbert, Sheng, Y.P., 1974, The time-dependent flow in large lakes with application to Lake Erie: Case Western<br />

Reserve University, Department of Earth Science Technical Report, 212 p.<br />

Heaps, N.S., 1972, On the numerical solution of the three-dimensional hydrodynamical equations <strong>for</strong> tides and storm surges:<br />

Mémoires de al Société Royale des Sciences de Liège, Series 6, v. 2, p. 143−180.<br />

Heaps, N.S., 1974, Development of a three-dimensional numerical model of the Irish Sea: Rapports et Proces-verbaux des Réunion<br />

du Conseil International pour l’Exploration de la Mer (Reports and Verbal Processes of the Meeting of the International<br />

Council <strong>for</strong> the Exploration of the Sea), v. 167, p. 147−162.<br />

Heaps, N.S., 1980, Spectral models <strong>for</strong> the numerical solution of the three-dimensional hydrodynamic equations <strong>for</strong> tides and<br />

surges, in Sündermann, Jürgen, and Holz, K.-P., eds., Lecture notes on coastal and estuarine studies—mathematical<br />

modelling of estuarine physics: Berlin, Germany, Springer, p. 75−90.<br />

Henderson-Sellers, B., 1982, A simple <strong>for</strong>mula <strong>for</strong> vertical eddy diffusion coefficients under conditions of nonneutral stability:<br />

American Geophysical Union, Journal of Geophysical Research (Oceans), v. 87, no. C8, p. 5860−5864.

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