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APERIODIC BEHAVIOR OF BAROCLINIC WAVE-PACKETS

Abstract:
The amplitude evolution equation for weakly non-linear wave packets in a continuously stratified and sheared baroclinic flow, in which both dissipation and dispersion effects are strong, is shown to be the generalised time-dependent Ginzburg-Landau equation. This equation possesses both periodic and aperiodic solutions, depending critically on parameter values. © 1981.
Publication status:
Published

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Authors


BRINDLEY, J More by this author
Journal:
PHYSICS LETTERS A
Volume:
83
Issue:
6
Pages:
259-262
Publication date:
1981
DOI:
ISSN:
0375-9601
URN:
uuid:f24aec55-e2ac-4e53-91df-e0252401a639
Source identifiers:
10716
Local pid:
pubs:10716
Language:
English

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