On the Influence of a Lower Layer on the Propagation of Nonlinear Oceanic Eddies

  • Chassignet E
  • Cushman-Roisin B
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Abstract

Abstract The one-layer, reduced-gravity, also called equivalent-barotropic, model has been widely used in countless applications. Although its validity is based on the assumption that a second, lower layer is sufficiently deep to be dynamically inactive, the question of how deep that second layer ought to be has not yet received thorough examination. When one considers the importance of the two processes excluded from the reduced-gravity model, namely barotropic motion and baroclinic instability, the conventional choice of a second layer much deeper than the first might be too simplistic. A scaling analysis aimed at covering all two-layer regimes, geostrophic as well as ageostrophic, leads to a double criterion, requiring that the total depth of fluid be much larger than either of two values. These values, resulting from f-plane and β-plane dynamics, apply to the shorter and longer scales, respectively. A number of numerical experiments on the propagation of eddies on the β-plane with various eddy radii a...

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Chassignet, E. P., & Cushman-Roisin, B. (1991). On the Influence of a Lower Layer on the Propagation of Nonlinear Oceanic Eddies. Journal of Physical Oceanography, 21(7), 939–957. https://doi.org/10.1175/1520-0485(1991)021<0939:otioal>2.0.co;2

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