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Title of Article

NUMERICALLY ANALYZING THE GENERALIZED EVOLUTION EQUATION OF NONLINEAR WAVE DYNAMICS


Issue
1
Date
 2013

Article type
 scientific article
UDC
539.3
Pages
25-28
Keywords
evolution equations, nonlinear wave dynamics, exact solutions, numerical modeling.


Authors
Erofeev Vladimir Ivanovich
Nizhegorodskiy filial Instituta mashinovedeniya im. A.A. Blagonravova RAN; Nizhegorodskiy gosudarstvennyy universitet im. N.I. Lobachevskogo

Zemlyanukhin Aleksandr Isaevich
Saratovskiy gosudarstvennyy tekhnicheskiy universitet im. Gagarina Yu.A

Kovaleva Irina Aleksandrovna
Saratovskiy gosudarstvennyy tekhnicheskiy universitet im. Gagarina Yu.A


Abstract
Using the simplest equation method, an exact solution of a fifth-order spatial-two-dimensional nonlinear evolution equation is constructed. A numerical experiment discovered typical soliton behavior of the exact solution and breezer effects in the propagation of Gauss pulse.

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