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Exploring Solutions of Nonlinear Rossby Waves in Shallow Water Equations
Bijan Kumar Bagchi
,
C. Venkatesan
Published in Physical Society of Japan
1996
DOI:
10.1143/JPSJ.65.2717
Volume: 65
Issue: 8
Pages: 2717 - 2721
Abstract
We study shallow water equations to derive analytical conditions for the existence of finite amplitude nonlinear wave solutions. The bounded solutions obtained by us include solitary wave, periodic trigonometrical and decaying exponential types.
Topics:
Shallow water equations
(70)%
70% related to the paper
,
Rossby wave
(61)%
61% related to the paper
and
Nonlinear system
(54)%
54% related to the paper
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Exploring Solutions of Nonlinear Rossby Waves in Shallow Water Equations
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About the journal
Published in Physical Society of Japan
Open Access
Impact factor
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Authors (1)
Bijan Kumar Bagchi
Physics
(SoNS) School of Natural Sciences
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