Modelling the barotropic tide along the West-Iberian margin

Journal of Marine Systems

Volumn 109-110, Issue SUPPL., 2013, Pages

  Quaresma, Luis S ^a   Pichon, Annick ^b  

^a INSTITUTO HIDROGRÁFICO   (Portugal)

^b SHOM   (France)

Author keywords

ADCP data; Barotropic forcing term; Barotropic tide; Numerical model; Tide gauge

Indexed keywords

ACOUSTIC DOPPLER CURRENT PROFILERS; ADCP DATA; BAROTROPIC; BAROTROPIC TIDES; BAY OF BISCAY; CONTINENTAL SHELVES; FORCING TERMS; GALICIA; GLOBAL TIDES; GULF OF CADIZ; HARMONIC SOLUTION; HOTSPOTS; INTERNAL TIDE GENERATION; MODEL OUTPUTS; MODEL RESULTS; NUMERICAL SOLUTION; OPEN BOUNDARIES; SEMI-DIURNAL; SMALL SCALE VARIABILITY; TIDAL CURRENTS; TIDE GAUGES; TIDE-GAUGE;

EQUATIONS OF MOTION; NUMERICAL MODELS; OCEAN CURRENTS; SUBMARINE GEOLOGY; TIDES;

TIDE GAGES;

ACOUSTIC DOPPLER CURRENT PROFILER; AMPLITUDE; BAROTROPIC MOTION; BAROTROPIC TIDE; CONTINENTAL SHELF; DATABASE; HYDROGRAPHY; INTERNAL TIDE; ISOPYCNAL LAYER; NEARSHORE DYNAMICS; NUMERICAL MODEL; SEAMOUNT; TIDAL CURRENT; TIDAL MODELING; TIDE GAUGE; TIME SERIES;

ATLANTIC OCEAN; BAY OF BISCAY; GALICIA BANK; GORRINGE BANK; GULF OF CADIZ; IBERIAN MARGIN; PORTUGAL;

EID: 84871622163     PISSN: 09247963     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jmarsys.2011.09.016     Document Type: Article

References (31)

1. Amante, C., Eakins, B.W., 2009. ETOPO1 1 Arc-minute Global Relief Model: Procedures, Data Sources and Analysis. NOAA Technical Memorandum NESDIS NGDC, 19 pp.
2. Azevedo A., Da Silva J.C.B., New A.L. On the generation and propagation of internal solitary waves in the southern bay of Biscay. Deep Sea Research 2006, 53(6):927-941.
3. Battisti D.S., Clarke A.J. A simple method for estimating barotropic tidal currents on continental margins with specific applications to the M2 tide off the Atlantic and Pacific coasts of the United States. Journal of Physical Oceanography 1982, 12:8-16.
4. Bleck R. An oceanic general circulation model framed in hybrid isopycnic-cartesian coordinates. Ocean Modelling 2002, 4:55-88.
5. Bleck R., Boudra D.B. Initial testing of a numerical ocean circulation model using a hybrid (quasi-isopycnic) vertical coordinate. Journal of Physical Oceanography 1981, 11:755-770.
6. Bleck R., Smith L. A wind-driven isopycnic coordinate model of the north and equatorial Atlantic Ocean. 1.Model development and supporting experiments. Journal of Geophysical Research 1990, 95C:3273-3285.
7. Buchwald V.T., Adams J.K. The propagation of continental shelf waves. Proceedings of the Royal Society A 1968, 305:235-250.
8. Da Silva J.C., Ermakov S.A., Robinson I.S., Jeans D.R., Kijashko S.V. Role of surface films in ERS SAR signatures of internal waves on the shelf, 1, short-period internal waves. Journal of Geophysical Research 1998, 103:8009-8031.
9. Egbert G., Bennett A., Foreman M. TOPEX/ POSEIDON tides estimated using a global inverse model. Journal of Geophysical Research 1994, 99:24821-24852.
10. Fanjul E., Gómez B., Sánchez-Arévalo I. A description of the tides in the Eastern North Atlantic. Progress in Oceanography 1997, 40:217-244.
11. Fortunato A., Pinto L., Oliveira A., Ferreira J. Tidally generated shelf waves off the western Iberian coast. Continental Shelf Research 2002, 22:1935-1950.
12. Huthnance J.M. On trapped waves over a continental shelf. Journal of Fluid Mechanics 1975, 69:689-704.
13. Jeans D.R.G., Sherwin T.J. The variability of strongly non-linear solitary internal waves observed during an upwelling season on the Portuguese Shelf. Continental Shelf Research 2001, 21:1855-1878.
14. Larsen J.C. Long waves along a single-step topography in a semi-infinite uniformly rotating ocean. Journal of Marine Research 1969, 27:1-6.
15. LeCann B. Barotropic tidal dynamics of the Bay of Biscay shelf: observations, numerical modelling and physical interpretation. Continental Shelf Research 1990, 10(8):723-758.
16. Lyard F., Lefevre F., Letellier T., Francis O. Modelling the global ocean tides: modern insights from FES2004. Ocean Dynamics 2006, 56:394-415.
17. Marta-Almeida M., Dubert J. The structure of tides in the western Iberian region. Continental Shelf Research 2006, 26:385-400.
18. Morel Y., Baraille R., Pichon A. Time splitting and linear stability of the slow part of the barotropic component. Ocean Modelling 2008, 23(3-4):73-81.
19. Pairaud I.L., Lyard F., Auclair F., Letellier T., Marsaleix P. Dynamics of the semi-diurnal and quarter-diurnal internal tides in the Bay of Biscay. Part 1: Barotropic tides. Continental Shelf Research 2008, 28:1294-1315.
20. Pawlowicz R., Beardsley B., Lentz S. Classic tidal harmonic analysis including error estimates in MATLAB using T_TIDE. Computers and Geosciences 2002, 28:929-937.
21. Pichon A., Correard S. Internal tides modeling in the bay of Biscay. Comparisons with observations. Scientia Marina 2006, 70S1:68-88.
22. Prandle D. The influence of bed friction and vertical eddy viscosity on tidal propagation. Continental Shelf Research 1997, 17:1367-1374.
23. Quaresma L.S., Vitorino J., Oliveira A., DaSilva J. Evidence of sediment resuspension by nonlinear internal waves on the western Portuguese mid-shelf. Marine Geology 2007, 246:123-143.
24. Ray R.D. Ocean Self-Attraction and Loading in Numerical Tidal Models. Marine Geodesy 1998, 21:181-192.
25. Robinson A.R. Continental shelf waves and the response of sea level to weather systems. Journal of Geophysical Research 1964, 69:367-368.
26. Robinson I.S. Tidal vorticity and residual circulation. Deep Sea Research 1981, 28A(3):195-212.
27. Rosenfeld L.K., Beardsley R.C. Barotropic semi-diurnal tidal currents off Northern California during the Coastal Ocean Dynamics Experiment (CODE). Journal of Geophysical Research 1987, 92:1721-1732.
28. Sauvaget P., David E., Guedes Soares C. Modelling tidal currents on the coast of Portugal. Coastal Engineering 2000, 40:393-409.
29. Sherwin T.J., Vlasenko V.I., Stashchuk N., Jeans D.R.G., Jones B. Along-slope generation as an explanation for unusually large internal tides. Deep-Sea Research I 2002, 49:1787-1799.
30. Simon B. La Marée Océanique CÔtière 2007, Inst. Oceanogr., Paris, 443 pp.
31. Small J. Internal tide transformation across a continental slope off Cape Sines, Portugal. Journal of Marine Systems 2002, 32:43-69.