1980
DOI: 10.1080/01490418009387998
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Ocean tides, part II: A hydrodynamical interpolation model

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Cited by 147 publications
(74 citation statements)
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“…As explained in Schwiderski (1978Schwiderski ( , 1979Schwiderski ( and 1980a) such large obstacles cause large distortions and retardations of tidal waves passing or crossing the areas from one side to the other. The detailed resolution of these effects requires regional fine-scale models with open ocean boundaries all around the areas.…”
Section: B-3 2 Coastal Waters Of the World Oceans Insufficiently Resmentioning
confidence: 99%
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“…As explained in Schwiderski (1978Schwiderski ( , 1979Schwiderski ( and 1980a) such large obstacles cause large distortions and retardations of tidal waves passing or crossing the areas from one side to the other. The detailed resolution of these effects requires regional fine-scale models with open ocean boundaries all around the areas.…”
Section: B-3 2 Coastal Waters Of the World Oceans Insufficiently Resmentioning
confidence: 99%
“…The interpolation may be accomplished by hydrodynamical interpolation such as used by Schwiderski (1978 and1980a,b), i.e. by tuning of boundary and friction parameters during the numerical integration.…”
Section: Interpolation Of Empirical Tide Data: B-15mentioning
confidence: 99%
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“…11. The tidal constituents are derived from tide analysis using the observed data at tide station for water level prediction and the tidal constituents at the open boundary are obtained from the Global Ocean Tides [9] and Global Tidal Solution (TPXO-8.0) [11].…”
Section: Open Boundarymentioning
confidence: 99%
“…The Seasat model yields a dissipation that is about 4 % of the total at M2. Munk [1966] and Bell [1975] Schwiderski [1978], and the value of the linear damping coefficient, k^, is selected by minimizing the phase difference between predictions of AT(^,M2,r^3) using Schwiderski [1983] and damped LTE currents. The resulting best value is, k d = 9.0x 10-V Greenwich mean time on 1 January 1989 as determined from (a) the Schwiderski [1983] model (solid arrows) (b) linear-damped Laplace tidal equations (Equation (3.2); dashed arrows) (c) data extracted from deep moored current meter records (two arrows designated by circles around their tails).…”
Section: Tidal Dissipation At M2 From Satellite Observationsmentioning
confidence: 99%