Modelling the rotational evolution of solar-like stars: the rotational coupling timescale

Details Modelling the rotational evolution of solar-like stars: the rotational coupling timescale Modelling the rotational evolution of solar-like stars: the rotational coupling timescale

2011-05-16

arxiv.org/abs/1105.3125v1

Astronomy and Astrophysics

Astrophysics

Solar and Stellar Astrophysics

11 pages, 7 figures, 2 tables, to be published in MNRAS

Scientific paper

We investigate the rotational evolution of solar-like stars with a focus on the internal angular momentum transport processes. The double zone model, in which the star's radiative core and convective envelope are assumed to rotate as solid bodies, is used to test simple relationships between the core-envelope coupling timescale, tau_c, and rotational properties, like the envelope angular velocity or the differential rotation at the core-envelope interface. The trial relationships are tested by fitting the model parameters to available observations via a Monte Carlo Markov Chain method. The synthetic distributions are tested for compatibility with their observational counterparts by means of the standard Kolmogorov-Smirnov (KS) test. A power-law dependence of tau_c on the inner differential rotation leads to a more satisfactory agreement with observations than a two-value prescription for tau_c, which would imply a dichotomy between the initially slow (P_rot > 3 d) and fast (P_rot < 3 d) rotators. However, we find it impossible to reconcile the high fraction of fast rotators in alpha Per with the rotation period distributions in stellar systems at earlier and later evolutionary stages. This could be explained by local environmental effects (e.g. early removal of circumstellar discs due to UV radiation and winds from nearby high-mass stars) or by observational biases. The low KS probability that the synthetic and observed distributions are not incompatible, found in some cases, may be due to over-simplified assumptions of the double zone model, but the large relative uncertainties in the age determination of very young clusters and associations are expected to play a relevant role. Other possible limitations and uncertainties are discussed.

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