Recovering Quasi-Biennial Oscillations from Chaos
Xavier Chartrand, Louis-Philippe Nadeau, Antoine Venaille

TL;DR
This paper investigates the stability of the Quasi-Biennial Oscillation (QBO) using a quasilinear model, highlighting how increased vertical wave propagation and wave forcing influence the periodicity of the oscillation.
Contribution
It demonstrates how internal gravity waves and wave attenuation scales contribute to the robustness of QBO periodicity in a comprehensive dynamical model.
Findings
Higher vertical wave propagation favors periodic QBO behavior.
Increasing wave attenuation length scale prevents unstable modes.
Dominant primary waves facilitate greater vertical wave propagation.
Abstract
The Quasi-Biennial Oscillation (QBO) is understood to result from wave-mean-flow interactions, but the reasons for its relative stability remain a subject of ongoing debate. In addition, consensus has yet to be reached regarding the respective roles of different equatorial wave types in shaping the QBO's characteristics. Here we employ Holton-Lindzen-Plumb's quasilinear model to shed light on the robustness of periodic behavior in the presence of multiple wave forcings. A comprehensive examination of the various dynamical regimes in this model reveals that increased vertical wave propagation at higher altitudes favors periodicity. In the case of single standing wave forcing, enhanced vertical propagation is controlled by the wave attenuation length scale. The occurrence of non-periodic states at high forcing amplitudes is explained by the excitation of high vertical unstable modes.…
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Taxonomy
TopicsClimate variability and models · Oceanographic and Atmospheric Processes · Geology and Paleoclimatology Research
