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Original Articles

Multiple-Parameter Models of the Atmosphere for Numerical Forecasting PurposesFootnote

Pages 207-218 | Received 29 Jan 1952, Published online: 15 Dec 2016

References

  • ARNASON, G., 1952, 1953: A Baroclinic Model of the Atmosphere Applicable to the Problem of Numerical Forecasting in Three Dimensions. I Tellus 4, pp 356-373, II Tellus 5, No 3.
  • BOLIN, B., CHARNEY, J., 1951: Numerical Tendency Computations from the Barotropic Vorticity Equation. Tellus 3, pp 248–257.
  • CHARNEY, J., FJORTOFT, R., VON NEUMANN, J., 1950: Numerical Integration of the Barotropic Vorticity Equation. Tellus 2, pp 237–254.
  • CHARNEY, J., PHILLIPS N., 1953: To be published in J. Meteor, 10, 2.
  • EADY, E. T., 1952: Note on Weather Computing and the so-called 21/2-dimensional Model. Tellus 4, pp 157–167.
  • ELIASSEN, A., 1952: Simplified Models of the Atmosphere, Designed for the Purpose of Numerical Weather Prediction, Tellus 4, pp 145–156.
  • FJØRTOFT, R., 1952: On a Numerical Method of Integrating the Barotropic Vorticity Equation. Tellus 4, PP 179–194.
  • NYBERG, A., 1952: On the Comparison of Radiosonde Data in Payerne May 1950. Sveriges Meteorologiska och Hydrologiska Institut Medd. Serie B, No. 9. 22 pp.
  • PHILLIPS, N., 1951: A simple Three-dimensional Model for the Study of Large-scale Extratropical Flow Patterns. J. Meteor, 8, pp 381–394.