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On the convergence of non-linear normal mode initialization methods Cover

On the convergence of non-linear normal mode initialization methods

By:   
Open Access
|Jan 1984

References

  1. Baer , F. and Tribbia , J. 1977 . On complete filtering of gravity modes through non-linear initialization . Mon. Wea. Rev . 105 , 1536 1539 .
  2. Ballish , A. B. 1981 . A simple test of the initialization of gravity modes . Mon. Wea. Rev . 109 , 1318 1321 .
  3. Leith , C. E. 1980 . Non-linear normal mode initialization and quasi-geostrophic theory . J. Atmos. Sci . 37 , 958 968 .
  4. Machenhauer , B. 1977 . On the dynamics of gravity oscillations in a shallow water model, with ap-plications to normal mode initialization . Contrib. Atmos. Phys . 50 , 253 271 .
  5. Temperton , C. and Williamson , D. L. 1979 . Normal mode initialization for a multi-level gridpoint model . Technical Report no. II ECMWF , Reading, England .
  6. Thaning , L. 1984 . On the existence of solutions to Machenhauer's non-linear normal mode initialization . Tellus 36A , 30 41 .
  7. Tribbia , L. 1981 . Non-linear normal mode balancing and the ellipticity condition . Mon. Wea. Rev . 109 , 1751 1761 .
  8. Wiin-Nielsen , A. 1979 . Normal mode initialization, a comparative study . Lecture Note no. I , ECMWF , Reading, England .
Language: English
Page range: 409 - 416
Published on: Jan 1, 1984
Published by: Stockholm University Press
In partnership with: Paradigm Publishing Services

© 1984 Stefan Gollvik, published by Stockholm University Press
This work is licensed under the Creative Commons Attribution 4.0 License.