Результаты исследований: Научные публикации в периодических изданиях › статья › Рецензирование
Decay times of atmospheric acoustic–gravity waves after deactivation of wave forcing. / Гаврилов, Николай Михайлович; Кшевецкий, Сергей Петрович; Коваль, Андрей Владиславович.
в: Atmospheric Chemistry and Physics, Том 22, № 20, 24.10.2022, стр. 13713–13724.Результаты исследований: Научные публикации в периодических изданиях › статья › Рецензирование
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TY - JOUR
T1 - Decay times of atmospheric acoustic–gravity waves after deactivation of wave forcing
AU - Гаврилов, Николай Михайлович
AU - Кшевецкий, Сергей Петрович
AU - Коваль, Андрей Владиславович
N1 - Publisher Copyright: © Copyright:
PY - 2022/10/24
Y1 - 2022/10/24
N2 - High-resolution numerical simulations of non-stationary, nonlinear acoustic–gravity waves (AGWs) propagating upwards from surface wave sources are performed for different temporal intervals relative to activation and deactivation times of the wave forcing. After activating surface wave sources, amplitudes of AGW spectral components reach a quasi-stationary state. Then the surface wave forcing is deactivated in the numerical model, and amplitudes of vertically traveling AGW modes quickly decrease at all altitudes due to discontinuations of the upward propagation of wave energy from the wave sources. However, later the standard deviation of residual and secondary wave perturbations experiences a slower quasi-exponential decrease. High-resolution simulations allowed, for the first time, for the estimation of the decay times of this wave noise produced by slow residual, quasi-standing and secondary AGW spectral components, which vary between 20 and 100 h depending on altitude and the rate of wave source activation and deactivation. The standard deviations of the wave noise are larger for the case of sharp activation and deactivation of the wave forcing compared to the steep processes. These results show that transient wave sources may create long-lived wave perturbations, which can form a background level of wave noise in the atmosphere. This should be taken into account in parameterizations of atmospheric AGW impacts.
AB - High-resolution numerical simulations of non-stationary, nonlinear acoustic–gravity waves (AGWs) propagating upwards from surface wave sources are performed for different temporal intervals relative to activation and deactivation times of the wave forcing. After activating surface wave sources, amplitudes of AGW spectral components reach a quasi-stationary state. Then the surface wave forcing is deactivated in the numerical model, and amplitudes of vertically traveling AGW modes quickly decrease at all altitudes due to discontinuations of the upward propagation of wave energy from the wave sources. However, later the standard deviation of residual and secondary wave perturbations experiences a slower quasi-exponential decrease. High-resolution simulations allowed, for the first time, for the estimation of the decay times of this wave noise produced by slow residual, quasi-standing and secondary AGW spectral components, which vary between 20 and 100 h depending on altitude and the rate of wave source activation and deactivation. The standard deviations of the wave noise are larger for the case of sharp activation and deactivation of the wave forcing compared to the steep processes. These results show that transient wave sources may create long-lived wave perturbations, which can form a background level of wave noise in the atmosphere. This should be taken into account in parameterizations of atmospheric AGW impacts.
KW - средняя атмосфеоа, акустико-гравитационные волны, численное моделирование
UR - https://acp.copernicus.org/articles/22/13713/2022/
UR - http://www.scopus.com/inward/record.url?scp=85141969485&partnerID=8YFLogxK
UR - https://www.mendeley.com/catalogue/18dbe51c-8bee-31e4-9baf-8905f0262398/
U2 - 10.5194/acp-22-13713-2022
DO - 10.5194/acp-22-13713-2022
M3 - Article
VL - 22
SP - 13713
EP - 13724
JO - Atmospheric Chemistry and Physics
JF - Atmospheric Chemistry and Physics
SN - 1680-7316
IS - 20
ER -
ID: 99635553