The Phenomenon of Negative Viscosity During the Stretching of Synoptic Ocean Eddies by Barotropic Currents
- 作者: Harutyunyan D.A.1
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隶属关系:
- Moscow Institute of Physics and Technology
- 期: 卷 115, 编号 3-4 (2022): THEMED SECTION: ARCTIC RESEARCH
- 页面: 132-137
- 栏目: THEMED SECTION: FUNDAMENTAL SCIENTIFIC RESEARCH IN THE FIELD OF NATURAL SCIENCES
- URL: https://ogarev-online.ru/1605-8070/article/view/304331
- DOI: https://doi.org/10.22204/2410-4639-2022-115-116-03-04-132-137
- ID: 304331
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An ensemble of synoptic oceanic vortices, which is influenced by background currents, can be represented as the quasi-two-dimensional mesoscale turbulence. The evolution of vortices in an ensemble can occur according to several scenarios: 1) initial merging of closely spaced vortices of the same name; 2) periodic or quasi-periodic evolution of horizontal dimensions with their limited change; 3) unlimited stretching of vortices in the horizontal plane. The work is aimed at demonstrating the possibility of negative viscosity manifestation in the defined water areas of the World Ocean at the stage of unrestricted stretching of mesoscale vortex structures by horizontal inhomogeneous currents. The reason for the manifestation of negative viscosity in such a system is associated with the loss of energy of the elongated vortices and its redistribution into background currents.
作者简介
David Harutyunyan
Moscow Institute of Physics and Technology
编辑信件的主要联系方式.
Email: arutyunyan.da@phystech.edu
俄罗斯联邦, 9 Institute Lane, Dolgoprudny, Moscow reg., 141701, Russia
参考
- V.V. Zhmur Mesoscale Oceanic Vortices, [Mezomasshtabnye vikhri okeana], RF, Moscow, GEOS, 2011, 290 pp. (in Russian).
- V.V. Zhmur, D.A. Harutyunyan Oceanology, 2022, 62(6), (in print).
- V.P. Starr Physics of Negative Viscosity Phenomena, Ser. Earth & Planetary Science, USA, NY, New York, MacGrow-Hill Book Comp., 1968, 256 pp.
- V.V. Zhmur, K.K. Pankratov Okeanologiya [Russ. Oceanology], 1989, 29(2), 205 (in Russian).
- V.V. Zhmur, K.K. Pankratov Okeanologiya [Russ. Oceanology], 1990, 30(2), 170 (in Russian).
- H. Lamb Hydrodynamics: 6th Ed., USA, NY, New York, Dover Publ., 1945 (1932 reprint), 738 pp.
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