An anomaly in the behaviour of the time filter used with the leapfrog scheme in atmospheric models

Atmosphere - Ocean

Volumn 35, Issue , 1997, Pages S3-S15

  Robert, André ^a   Lépine, Mario ^a  

^a ENVIRONMENT CANADA   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 84883800681     PISSN: 07055900     EISSN: 14809214     Source Type: Journal    
DOI: 10.1080/07055900.1997.9687367     Document Type: Article

References (9)

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2. Bleck, R. 1974. Short-range prediction in isentropic coordinates with filtered and unfiltered numerical models. Mon. Weather Rev. 102: 813-829.
3. Daley, R., Girard, C., Henderson, J. and I. Simmonds. 1976. Short term forecasting with a multi-level spectral primitive equation model. Atmosphere, 14: 98-134.
4. Deque, M. and D. Cariolle. 1986. Some destabilizing properties of the Asselin time filter. Mon. Weather Rev. 114: 880-884.
5. Gordon, C. T. and W. F. Stern. 1982. A description of the GFDL global spectral model. Mon. Weather Rev. 110: 625-644.
6. Haltiner, GJ. and JM. Mcculloch. 1975. Experiments in the initialization of a global primitive equation model. J. Appl. Meteorol. 14: 281-288.
7. Lange, A. and E. Hellsten. 1986. Results Of The Wmo/Cas Nwp Data Study and Intercom-Parison Project For Forecasts For The Northern Hemisphere In 1994. Psmp Report Series No. 16, Wmo Technical Document No. 60, World Meteorological Organization, Case Postale No. 1, Ch-1211 Geneva 20, Switzerland, 82 pp.
8. Robert, A. 1966. The integration of a low order spectral form of the primitive meteorological equations. J. Meteorol. Soc. Jpn. 45: 237-245.
9. Schlesinger, R. E., L. W. Uccellini and D. Johnson. 1983. The effects of the Asselin time filter on numerical solutions to the linearized shallow-water wave equations. Mon. Weather Rev. 3: 455-467.