Abstract
The scope of this paper is to highlight the main ideas of asymptotical methods applying in modern approaches of description of nonlinear wave propagation in random media. We start with the discussion of the classical conception of ``mean field``. Then an exactly solvable model describing nonlinear wave propagation in the medium with fluctuating parameters is considered in order to demonstrate that the ``mean field`` method is not correct. We develop new asymptotic procedures of obtaining the nonlinear evolution equations for the wave fields in random media. (author). 16 refs.
Citation Formats
Pelinovsky, E, and Talipova, T.
Nonlinear evolution equations for waves in random media.
IAEA: N. p.,
1994.
Web.
Pelinovsky, E, & Talipova, T.
Nonlinear evolution equations for waves in random media.
IAEA.
Pelinovsky, E, and Talipova, T.
1994.
"Nonlinear evolution equations for waves in random media."
IAEA.
@misc{etde_101439,
title = {Nonlinear evolution equations for waves in random media}
author = {Pelinovsky, E, and Talipova, T}
abstractNote = {The scope of this paper is to highlight the main ideas of asymptotical methods applying in modern approaches of description of nonlinear wave propagation in random media. We start with the discussion of the classical conception of ``mean field``. Then an exactly solvable model describing nonlinear wave propagation in the medium with fluctuating parameters is considered in order to demonstrate that the ``mean field`` method is not correct. We develop new asymptotic procedures of obtaining the nonlinear evolution equations for the wave fields in random media. (author). 16 refs.}
place = {IAEA}
year = {1994}
month = {Dec}
}
title = {Nonlinear evolution equations for waves in random media}
author = {Pelinovsky, E, and Talipova, T}
abstractNote = {The scope of this paper is to highlight the main ideas of asymptotical methods applying in modern approaches of description of nonlinear wave propagation in random media. We start with the discussion of the classical conception of ``mean field``. Then an exactly solvable model describing nonlinear wave propagation in the medium with fluctuating parameters is considered in order to demonstrate that the ``mean field`` method is not correct. We develop new asymptotic procedures of obtaining the nonlinear evolution equations for the wave fields in random media. (author). 16 refs.}
place = {IAEA}
year = {1994}
month = {Dec}
}