Stability of some turbulent vertical models for the ocean mixing boundary layer
Anne-Claire Bennis (IRMAR), Tom\'as Chac\'on Rebollo (UNIVERSIDAD De, Sevilla), Macarena Gomez Marmol (UNIVERSIDAD De Sevilla), Roger Lewandowski, (IRMAR)

TL;DR
This paper investigates the mathematical stability of four turbulent models used to simulate the ocean's boundary mixing layer, establishing solution existence and analyzing their stability properties.
Contribution
It introduces and analyzes the stability of four specific turbulent models for ocean boundary layer simulation, providing new mathematical insights.
Findings
Existence of steady-state solutions for the models
Mathematical stability analysis of these solutions
Comparison of model stability properties
Abstract
We consider four turbulent models to simulate the boundary mixing layer of the ocean. We show the existence of solutions to these models in the steady-state case then we study the mathematical stability of these solutions.
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