Abstract

Abstract A highly simplified model for the wave–mean flow interaction in a baroclinic wave life cycle is derived from the quasigeostrophic two-layer system. The simplification is based on a sheared disturbance embedded in a zonal mean flow with uniform vertical and meridional shear. This system, referred to as the uniform shear model, can only be justified in the limit of large meridional eddy elongation. However, the model captures well-known features of baroclinic wave life cycles. These include the excitation of a baroclinic growth and a barotropic decay phase where the zonal mean flow is effectively stabilized by the barotropic governor effect. This effect is a consequence of a nonlinear tilting instability where enstrophy is driven to decreasing scales while the kinetic energy is transformed into the zonal mean barotropic shear flow. A detailed examination of the uniform shear model reveals that the wave evolution depends sensitively on the initial barotropic shear, wave amplitude, and wave tilt. The...

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