activity
20182021
most citedAIMS - A new tool for stellar parameter determinations using asteroseismic constraints

103 citations · 164 across the 3 of their papers we have counts for

collaborators

6 papers

astro-ph.SR202160 cited

Convective core entrainment in 1D main sequence stellar models

L. J. A. Scott, R. Hirschi, C. Georgy +5

3D hydrodynamics models of deep stellar convection exhibit turbulent entrainment at the convective-radiative boundary which follows the entrainment law, varying with boundary penet…

astro-ph.SR20201 cited

Relative Importance of Convective Uncertainties in Massive Stars

Etienne A. Kaiser, Raphael Hirschi, W. David Arnett +3

In this work, we investigate the impact of uncertainties due to convective boundary mixing (CBM), commonly called `overshoot', namely the boundary location and the amount of mixing…

astro-ph.SR2019103 cited

AIMS - A new tool for stellar parameter determinations using asteroseismic constraints

B. M. Rendle, G. Buldgen, A. Miglio +12

A key aspect in the determination of stellar properties is the comparison of observational constraints with predictions from stellar models. Asteroseismic Inference on a Massive Sc…

astro-ph.SR2018

3D Simulations and MLT: I. Renzini's Critique

W. David Arnett, Casey Meakin, Raphael Hirschi +5

Renzini (1987) wrote an influential critique of mixing-length theory (MLT) as used in stellar evolution codes, and concluded that three-dimensional (3D) fluid dynamical simulations…

astro-ph.SR2018

Relative Importance of Convective Uncertainties

Etienne A. Kaiser, Raphael Hirschi, W. David Arnett +3

Convection plays a key role in the evolution of stars due to energy transport and mixing of composition. Despite its importance, this process is still not well understood. One long…

astro-ph.SR2018

3D Simulations and MLT: II. Onsager's Ideal Turbulence

W. David Arnett, Raphael Hirschi, Simon W. Campbell +7

We simulate stellar convection at high Reynolds number (Re7000) with causal time stepping but no explicit viscosity. We use the 3D Euler equations with shock capturing (C…