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V.Yu.Korolevich, I.T.Selezov Nonlinear-dispersive waves in fluid of variable depth: from solitons to determinated chaos |
Applied hydromechanics, Vol. 14 (86) ¹ 2, (2012) |
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An analysis of surface gravity wave propagation over a variable bottom using
the asymptotic method of multiple scale expansions is presented. It is
shown that under some inhomogeneous of a bottom surface the problem can be
reduced to a nonautonomous dynamical system, which is reduced to the Lorenz
system. It is follow from that the possibility of transition of a soliton
solution to a determinate chaos.
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KEY WORDS: nonlinear-dispersive waves, method of multiple scale |
| TEXT LANGUAGE: Russian |