On spectral multiplication as viewed in physical space

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The properties of spectral multiplication as viewed in physical space are investigated. A multiplication matrix is defined which permits the unaliased multiplication of two grid-point fields. Use of the multiplication matrix is less efficient than the transform method but does permit the investigation of the non-localness of spectral multiplication.DOI: 10.1111/j.2153-3490.1980.tb01715.x
  • References (13)
    13 references, page 1 of 2

    Aagard, K. and Coachman, L. K. 1975. Toward an icefree Arctic Ocean. Trans. Amer. Geophys. Union 56, 484-486.

    Assaf, G. and Hecht, A. 1974. Sea straits-a dynarnical model. Deep-sea Res. 21,947-958.

    Bunker, A. F. 1976. Computations of surfaceenergy flux and annual air-sea interaction cycles of the North Atlantic Ocean. Mon. Weather Rev. 104, 1122- 1140.

    Defant, A. 1961. Physical oceanography, Vol. 1. Pergamon, 729 pp.

    Frassetto, R. 1960. A preliminary survey of thermal microstructure in the Straits of Gibraltar. Deep-sea Res. 7 , 152-162.

    Jacobs, W. C. 1942. On the energy exchange between sea and atmosphere. J. Mar. Res. 5,37-66.

    List, R. J. 1971. Smithsonian meteorological tables. Smithsonian Institution Press, 527 pp.

    Officer, C. B. 1976. Physical oceanography of estuaries (and associated coastal waters). Wiley, 465 pp.

    Rzoska, J. 1976. A controversy reviewed: The arguments over the Aswan High Dam on the river Nile continue. Nature 261,444-445.

    Stommel, J. and Farmer, H. G. 1953. Control of salinity in an estuary by a transition. J. Mar. Res. 12, 13-20.

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