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Original Articles

The viscous boundary layer at the free surface of a rotating baroclinic fluid

Pages 523-529 | Received 31 Mar 1964, Accepted 10 Aug 1964, Published online: 15 Dec 2016

References

  • BARCILON, V., 1964, The role of the Ekman layers in the stability of the symmetric regime obtained in a rotating annulus. Journal of Atmospheric Sciences, 21, pp. 291–299.
  • CHARNEY, J. G., and ELIASSEN, A., 1949, A nume-rical method for predicting the perturbations of the middle latitude westerlies. Tellus, 1, pp. 38–54.
  • GREENSPAN, H. P., and HOWARD, L. N., 1963, On a time-dependent motion of a rotating fluid. Journal of Fluid Mechanics, 17, pp. 385–404.
  • HIDE, R., 1953, Some experiments on thermal con-vection in a rotating liquid. Quarterly Journal of the Royal Meteorological Society, 79, p. 161; see also 1952, Annales de Géophysigue, 8, pp. 17-18, and 1958, Philosophical Transactions of the Royal Society of London, A250, pp. 441–478.
  • HIDE, R., 1960, “On the effect of rotation on fluid flow, with applications to geophysics, solar physics and Jupiter's atmosphere” (unpublished manuscript); see also 1962: “Some thoughts on rotating fluids”, Scientific Report No. 2, Hydro-dynamics of Rotating Fluids Project, Depart-ment of Geology and Geophysics, Massachusetts Institute of Technology.
  • HIDE, R., 1962, On the hydrodynamics of Jupiter's atmosphere, Mémoires de la Société Royale des Sciences de Liege, aerie V, tome VII, pp. 481–505.
  • HIDE, R., 1963 a, “Theory of the symmetrical regime of thermal convection in a rotating liquid annulus subject to a horizontal temperature gradient” (unpublished manuscript).
  • HIDE, R., 1963 b, “Theory of the effect of boundary layer friction on the baroclinic instability of a rotating liquid” (unpublished manuscript).
  • HOLOPAINEN, E. O., 1961, On the effect of friction on baroclinic waves. TelZits, 13, pp. 363–367.
  • PRANDTL, L., 1952, The Essentials of Fluid Dyna-mics. Hafner Publishing Company, New York.
  • ROBINSON, A. R., 1960, General thermal circulation in equatorial regions. Deep Sea Research, 6, pp. 311–317.
  • SPIEGEL, E. A., and VERONIS, G., 1960, On the Boussinesq approximation for a compressible fluid. Astrophysical Journal, 181, pp. 442–447.
  • TAYLOR, G. I., 1923, Experiments on the motions of solid bodies in rotating fluids. Proceedings of the Royal Society of London, A104, pp. 213–218.