Statistical state dynamics of jet/wave coexistence in barotropic beta-plane turbulence
Navid C. Constantinou, Brian F. Farrell, Petros J. Ioannou

TL;DR
This paper develops a statistical state dynamics theory using S3T to explain how jets and large-scale waves coexist and interact in planetary atmospheres, revealing a destabilization mechanism driven by turbulence-mean flow interactions.
Contribution
It introduces a novel S3T-based framework for understanding jet and wave coexistence in barotropic turbulence, highlighting a turbulence-induced wave destabilization process.
Findings
Jets coexist with large-scale waves through synergistic interactions.
Turbulence can transform damped modes into growing waves.
The destabilization mechanism differs from traditional homogeneous turbulence models.
Abstract
Jets coexist with planetary scale waves in the turbulence of planetary atmospheres. The coherent component of these structures arises from cooperative interaction between the coherent structures and the incoherent small-scale turbulence in which they are embedded. It follows that theoretical understanding of the dynamics of jets and planetary scale waves requires adopting the perspective of statistical state dynamics (SSD) which comprises the dynamics of the interaction between coherent and incoherent components in the turbulent state. In this work the S3T implementation of SSD for barotropic beta-plane turbulence is used to develop a theory for the jet/wave coexistence regime by separating the coherent motions consisting of the zonal jets together with a selection of large-scale waves from the smaller scale motions which constitute the incoherent component. It is found that mean…
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