Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
9480164 | Deep Sea Research Part II: Topical Studies in Oceanography | 2005 | 17 Pages |
Abstract
Expressions have been derived to parameterize: (a) the total (time) mean wind momentum and energy fluxes across the air-sea interface, and (b) their partition into waves and a mean surface drift current, as expressed by the fractions γM and γE, in terms of the wave age, cp/u*, and the significant slope, §, of the wave field. Available laboratory and field observations support the parameterization predictions. The fraction of the wave-supported momentum,γM, increases initially with the wave age (and/or the non-dimensional fetch, xË) but, as the wave field matures, it diminishes and attains rather constant small values (of about 0.05) at large wave ages (and/or xË). For a fixed wave-age (and/or xË), γM, increases with §. The corresponding wave-supported energy fraction, γE, shows a similar behavior for small and moderate wave ages (and/or xË), although γE values remain greater than about 0.5 in the range 5⩽cp/u*⩽10; yet, at larger wave ages (and/or xË), although γE values remain greater than about 0.5 in the range 5⩽cp/u*⩽10; yet, at larger wave ages (and/or xË) γE appears to increase again, reaching values of about 0.8 when cp/u*â30, features, all in accord with experimental observations. For waves generated locally by wind, where cp/u* is of O(1), a significant portion of the normalized total (time) mean wind-energy flux across the interface goes directly to the surface drift current, the remaining being transferred to the waves. For mature waves or waves generated in the presence of swell, where cp/u* is of O(10), this energy partition changes, the waves now supporting more energy than the surface drift current. The relative importance of the normalized wave-energy dissipation fraction, compared with the corresponding wave-energy fraction advected by the wave field and the energy fraction supported by the drift current, is also examined as the wave field develops.
Related Topics
Physical Sciences and Engineering
Earth and Planetary Sciences
Geology
Authors
Y.A. Papadimitrakis,