Japan Geoscience Union Meeting 2021

Presentation information

[J] Oral

A (Atmospheric and Hydrospheric Sciences ) » A-CG Complex & General

[A-CG38] Dynamics of Oceanic and Atmospheric Waves, Vortices, and Circulations

Sun. Jun 6, 2021 3:30 PM - 4:45 PM Ch.10 (Zoom Room 10)

convener:Yuki Tanaka(Faculty of Marine Science and Technology, Fukui Prefectural University), Kunihiro Aoki(Japan Agency for Marine Earth Science and Technology), Yukiharu Hisaki(University of the Ryukyus), Norihiko Sugimoto(Keio University, Department of Physics), Chairperson:Norihiko Sugimoto(Keio University, Department of Physics), Kunihiro Aoki(Japan Agency for Marine Earth Science and Technology), Yuki Tanaka(Faculty of Marine Science and Technology, Fukui Prefectural University)

3:45 PM - 4:00 PM

[ACG38-14] Recirculation of atmospheric wave energy associated with idealized MJO events

*Hidenori AIKI1, Yoshiki Fukutomi1, Yuki Kanno2, Tomomichi Ogata3, Takahiro Toyoda4, Hideyuki Nakano4 (1.Nagoya University, 2.Central Research Institute of Electric Power Industry, 3.Japan Agency for Marine-Earth Science and Technology, 4.Meteorological Research Institute)

A recent analytical study has derived an exact universal expression for the energy flux which can indicate the direction of the group velocity for linear shallow-water waves at all latitudes. This analytical result is extended in the present study to a height-dependent framework for three-dimensional waves in the atmosphere. This is achieved by investigating the classical analytical solution of both equatorial and midlatitude waves in a Boussinesq fluid. For the horizontal component of the energy flux, the same expression has been obtained between equatorial waves and midlatitude waves in the height-dependent framework, which is linked to a scalar quantity inverted from the isentropic perturbation of Ertel's potential vorticity (EPV). This EPV-inverted scalar quantity reduces to the geostrophic streamfunction for midlatitude Rossby waves and vanishes for gravity waves, a novel aspect for considering the universal expression of the energy flux. The expression of the vertical component of the energy flux requires computation of another scalar quantity which may be interpreted as the zonal integral of a variant of streamfunction and may be obtained by the time integration of a prognostic equation. The new energy flux diagnosis scheme, mentioned above, has been tested for three-dimensional Rossby and equatorial Kelvin waves induced by an idealized MJO-like heat forcing. The horizontal recirculation of wave energy is identified in each hemisphere with a smooth transition between equatorial and off-equatorial regions. The vertical flux of wave energy is mostly revealed by the pressure flux component of the energy flux, as it is maintained mainly by equatorial Kelvin waves.