Symmetric Instability without Symmetry
スポンサーリンク
概要
- 論文の詳細を見る
When a basic flow with linear or axial symmetry has a region of negative potential vorticity (hereafter PV), such a disturbance with the same symmetry as the basic flow grows that converts the negative PV of the region into non-negative PV. This is the so-called symmetric instability. In this note, the following is shown in a nondissipative adiabatic system. Irrespective of the symmetry, disturbances grow in the region of negative PV. That is, irrespective of the symmetry, a flow with negative PV is unstable. This statement is based on the conservation law of absolute circulation around a material closed curve on the isentropic surface.
- 社団法人日本気象学会の論文
- 2005-02-25
著者
-
KANEHISA Hirotada
Meteorological College
-
Kanehisa H
Meteorological Coll. Kashiwa Jpn
-
Kanehisa Hirotada
Meteorological Coll.
関連論文
- Degenerate Modes of Gravitational, Barotropic and Baroclinic Instabilities
- Analytical Solutions of Transversely Propagating Rossby Waves
- Symmetric Instability without Symmetry
- A Nonlinear Extension of the Helicity Formula for Convective Storms
- Wave Energy at Critical Level
- A Conserved Quantity Related to Vorticity Component in the Direction of ∇θ × u
- A Note on Two Opposing Mechanisms for Blocking-Onset
- Degenerate Modes of Symmetric Instability
- A System of Equations Describing Quasi-Symmetric Mesoscale Phenomena