Turbulent Cells in Stars: I. Fluctuations in Kinetic Energy and Luminosity
W. David Arnett, Casey Meakin

TL;DR
This paper investigates turbulent fluctuations in stellar convection, linking 3D simulations and chaos theory to explain irregular stellar variability and potential pre-supernova eruptions.
Contribution
It introduces a new non-linear variability mechanism based on Lorenz model chaos, connecting turbulence intermittency to observable stellar luminosity fluctuations.
Findings
Fluctuations arise from convective cell instabilities.
Lorenz model captures chaotic stellar luminosity variations.
Implications for understanding stellar variability and supernova progenitors.
Abstract
Three-dimensional (3D) hydrodynamic simulations of shell oxygen burning (Meakin and Arnett, 2007b) exhibit bursty, recurrent fluctuations in turbulent kinetic energy. These are shown to be due to a general instability of the convective cell, requiring only a localized source of heating or cooling. Such fluctuations are shown to be suppressed in simulations of stellar evolution which use mixing-length theory (MLT). Quantitatively similar behavior occurs in the model of a convective roll (cell) of Lorenz (1963), which is known to have a strange attractor that gives rise to chaotic fluctuations in time of velocity and, as we show, luminosity. Study of simulations suggests that the behavior of a Lorenz convective roll may resemble that of a cell in convective flow. We examine some implications of this simplest approximation, and suggest paths for improvement. Using the Lorenz model as…
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