Inferring the rotation period distribution of stars from their projected rotation velocities and radii: Application to late-F/early-G Kepler stars
Inferring the rotation period distribution of stars from their projected rotation velocities and radii: Application to late-F/early-G Kepler stars
复制标题
从恒星的预计旋转速度和半径推断其旋转周期分布:应用于晚 F/早 G 开普勒星
DOI:
10.1093/mnras/stab3650
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发表时间:
2022
影响因子:
4.8
通讯作者:
Oliver J. Hall
中科院分区:
文献类型:
--
作者:
Kento Masuda; Erik A. Petigura; Oliver J. Hall
While stellar rotation periodsProtmay be measured from broad-band photometry, the photometric modulation becomes harder to detect for slower rotators, which could bias measurements of the long-period tail of theProtdistribution. Alternatively, theProtdistribution of stars can be inferred from their projected rotation velocitiesvsiniand radiiR, without being biased against photometrically quiet stars. We solve this inference problem using a hierarchical Bayesian framework, which (i) is applicable to heteroscedastic measurements ofvsiniandRwith non-Gaussian uncertainties and (ii) does not require a simple parametric form for the trueProtdistribution. We test the method on simulated data sets and show that the trueProtdistribution can be recovered from ≳ 100 sets ofvsiniandRmeasured with precisions ofand 4 per cent, respectively, unless the true distribution includes sharp discontinuities. We apply the method to a sample of 144 late-F/early-G dwarfs in theKeplerfield withvsinimeasured from Keck/HIRES spectra, and find that the typical rotation periods of these stars are similar to the photometric periods measured fromKeplerlight curves: we do not find a large population of slow rotators that are missed in the photometric sample, although we find evidence that the photometric sample is biased for young, rapidly rotating stars. Our results also agree with asteroseismic measurements ofProtforKeplerstars with similar ages and effective temperatures, and show thatstars beyond the middle of their main-sequence lifetimes rotate faster than predicted by standard magnetic braking laws.