1978
DOI: 10.1175/1520-0485(1978)008<0363:tromei>2.0.co;2
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The Role of Mesoscale Eddies in the General Circulation of the Ocean—Numerical Experiments Using a Wind-Driven Quasi-Geostrophic Model

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Cited by 397 publications
(249 citation statements)
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“…Consequently, chaotic behavior can be observed that leads to a mesoscale flow besides the large-scale double-gyre circulation. It is characterized by eddies, which exhibit notable local differences in velocity, temperature, and SSH, and they may also influence the large-scale flow (Holland 1978). This underlines the model's high-dimensional dynamics, which is important concerning the aim of our study.…”
Section: Model Initialization and Truth Runmentioning
confidence: 81%
“…Consequently, chaotic behavior can be observed that leads to a mesoscale flow besides the large-scale double-gyre circulation. It is characterized by eddies, which exhibit notable local differences in velocity, temperature, and SSH, and they may also influence the large-scale flow (Holland 1978). This underlines the model's high-dimensional dynamics, which is important concerning the aim of our study.…”
Section: Model Initialization and Truth Runmentioning
confidence: 81%
“…Laplacian lateral heat diffusion tends to suppress the formation of mesoscale eddies by diminishing baroclinic signals at that scale, thus making it more difficult for baroclinic instabilities to overcome diffusive damping [Holland and Batteen, 1986]. Biharmonic diffusion, on the other hand, tends to allow the formation of mesoscale instabilities because it tends to damp at scales smaller than mesoscale eddies [Holland, 1978]. As a result, the use of biharmonic lateral diffusion should allow mesoscale eddy generation via barotropic (horizontal shear) and/or baroclinic (vertical shear) instability mechanisms.…”
Section: Heat and Momentum Diffusionmentioning
confidence: 99%
“…They find that the stability analysis can correctly identify regions of instability best when the analysis is applied to instantaneous currents rather than time-mean ones and when the eddying flow is not too complicated or 'turbulent'. Many of the time-averaged solutions by HOLLAND (1977b) show no sources of instability, a fact that may influence how best to apply simple stability theory to actual ocean currents. HARRISON and ROBINSON (1978) developed an interpretation of the role of Reynolds stress-mean flow interaction work in open regions of a turbulent fluid flow, so that kinetic energy budgets over open regions can be studied.…”
Section: Eddy-resolving Oceanic General Circulation Modelsmentioning
confidence: 99%