A study of abyssal circulation based on the expansion in terms of vertical modes incorporating density diffusion
A study of abyssal circulation based on the expansion in terms of vertical modes incorporating density diffusion
批准号:
02640314
负责人:
MASUDA Akira
金额:
$0.96万
依托单位国家:
日本
项目类别:
Grant-in-Aid for General Scientific Research (C)
财政年份:
1990
资助国家:
日本
项目状态:
已结题
起止时间:
1990 至 1992
中文摘要
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英文摘要
The purpose of this project is to clarify the basic dynamics of abyssal circulation by expanding the field in terms of vertical modes and investigating the behavior of each mode.Incorporating both vertical and horizontal diffusion of density makes the obtained model comparable directly with ordinary three-dimensional numerical experiments.In our model,deep western boundary layers can be either in viscous or in diffusive regimes, depending on the stratification and latitudes.Higher modes,for which horizontal diffusion works strongly,tend to have broad diffusive western boundary layers.In the poleward flowing(equator-ward) western boundary layer,deep water upwells(downwells),while the opposite sign of vertical flow is found in the narrow layer adjacent to the western coast.By virtue of density diffusion,deep water can downwell near boundaries and even in interior regions.The structural change of boundary layers and associated appearance of downwelling were explained well in terms of a new concept of diffusion of(the thickness term of)potential vorticity, which applies as well to surface layers of stratified oceans.In an extended model,effects of isolated bottom topography on abyssal circulation were investigated. In particular,by including dissipative terms,we determined the field inside the geostophic island,which had been beyond the scope the characteristic method.A direct method was developed to solve higher modes efficiently.It was used to investigate the vertical structure of ocean circulation.
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Masuda,A.and K.Uehara: "A reduced-gravity model of the abyssal circulation with Newtonian cooling and horizontal diffusion." Deep-Sea Research. 39. 1453-1479 (1992)
Masuda,A. 和 K.Uehara:“具有牛顿冷却和水平扩散的深海环流的减重模型。”
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Masuda,A: "The completeness theorem for Rossby normal modes of a stably stratified flat ocean with an arbitrary form of side boundary" Quarterly of Applied Mathematics. (1993)
Masuda,A:“具有任意形式侧边界的稳定分层平坦海洋的 Rossby 正常模式的完整性定理”应用数学季刊。
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Uehara,K.: "Density field along 12°N and 13°N in the Philippine Sea." The Deep Western North Pacific. (1993)
Uehara, K.:“北太平洋西部深部沿 12°N 和 13°N 的密度场”。
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Uehara,K.and K.Taira: "Hydrographic Structure along 12°Nand 13°N in the Philippine Sea" J.Oceanogr.Soc.Japan. 46. 167-176 (1991)
Uehara,K. 和 K.Taira:“菲律宾海沿 12°N 和 13°N 的水文结构”J.Oceanogr.Soc.Japan 46. 167-176 (1991)。
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増田 章: "孤立した海底地形周辺の深層循環" 九州大学応用力学研究所所報. 74. 23-44 (1992)
Masuda Akira:“孤立海底地形周围的深层环流”九州大学应用力学研究所通报74。23-44(1992)。
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