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Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity. / Gavrilov, Nikolai ; Kshevetskii, Sergei ; Koval, Andrei .

Second VarSITI General Symposium : Abstracts. 2017. p. 51-52.

Research output: Chapter in Book/Report/Conference proceeding › Conference abstracts › peer-review

Harvard

Gavrilov, N, Kshevetskii, S & Koval, A 2017, Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity. in Second VarSITI General Symposium : Abstracts. pp. 51-52, VARSITI - VARIABILITY OF THE SUN AND ITS TERRESTRIAL IMPACT, Irkutsk, Russian Federation, 10/07/17.

APA

Gavrilov, N., Kshevetskii, S., & Koval, A. (2017). Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity. In Second VarSITI General Symposium : Abstracts (pp. 51-52)

Vancouver

Gavrilov N, Kshevetskii S, Koval A. Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity. In Second VarSITI General Symposium : Abstracts. 2017. p. 51-52

Author

Gavrilov, Nikolai ; Kshevetskii, Sergei ; Koval, Andrei . / Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity. Second VarSITI General Symposium : Abstracts. 2017. pp. 51-52

BibTeX

@inbook{f8947af2f85d4ab38870c09750449e51,
title = "Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity.",
abstract = "According to present views, acoustic-gravity waves (AGWs) existing in the upperatmosphere may be generated near the Earth{\textquoteright}s surface due to different sources and propagate upwards. An algorithm for three-dimensional numerical simulation of vertical propagation of nonlinear AGWs from the Earth{\textquoteright}s surface to the upper atmosphere was developed recently. The algorithm of the solution of fluid dynamic equations uses finite-difference analogues of basic conservation laws. This approach allows us to select physically correct generalized wave solutions of the nonlinear equations.",
author = "Nikolai Gavrilov and Sergei Kshevetskii and Andrei Koval",
year = "2017",
language = "русский",
pages = "51--52",
booktitle = "Second VarSITI General Symposium",
note = "null ; Conference date: 10-07-2017 Through 15-07-2017",

}

RIS

TY - CHAP

T1 - Numerical modeling of nonlinear acoustic-gravity wave propagation into the upper atmosphere at different levels of solar activity.

AU - Gavrilov, Nikolai

AU - Kshevetskii, Sergei

AU - Koval, Andrei

PY - 2017

Y1 - 2017

N2 - According to present views, acoustic-gravity waves (AGWs) existing in the upperatmosphere may be generated near the Earth’s surface due to different sources and propagate upwards. An algorithm for three-dimensional numerical simulation of vertical propagation of nonlinear AGWs from the Earth’s surface to the upper atmosphere was developed recently. The algorithm of the solution of fluid dynamic equations uses finite-difference analogues of basic conservation laws. This approach allows us to select physically correct generalized wave solutions of the nonlinear equations.

AB - According to present views, acoustic-gravity waves (AGWs) existing in the upperatmosphere may be generated near the Earth’s surface due to different sources and propagate upwards. An algorithm for three-dimensional numerical simulation of vertical propagation of nonlinear AGWs from the Earth’s surface to the upper atmosphere was developed recently. The algorithm of the solution of fluid dynamic equations uses finite-difference analogues of basic conservation laws. This approach allows us to select physically correct generalized wave solutions of the nonlinear equations.

UR - https://elibrary.ru/item.asp?id=32288849

M3 - тезисы в сборнике материалов конференции

SP - 51

EP - 52

BT - Second VarSITI General Symposium

Y2 - 10 July 2017 through 15 July 2017

ER -

ID: 10242369