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arXiv 2003.01444astro-ph.SR
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恒星年龄的新认识I。陀螺年龄和自转的理论趋势

A new insight on stellar age I. Theoretical trends with gyro-age and rotation

D. B. de Freitas

摘要:

在这第一项工作中,试图分析解释对磁制动指数$q$的影响,这是由de Freitas \& De Medeiros(2013)估计的主序星中恒星速度的演化引起的。我们发现,$q$的效应是理解控制恒星自旋下降的微妙机制的决定性因素,这种机制是恒星质量的函数。我们注意到,我们的模型预测,计算的年龄是不同的陀螺年代学年龄。实际上,仅考虑Skumanich关系的规范值($q$ =3)来测量陀螺年龄。结果表明,当$q$为自由参数时,可以很好地确定恒星的年龄。我们还证实,对于旋转周期小于$\sim$ 5天(即,快速旋转体)在不同的指标$q$之间存在很大的差异。此外,根据选取的质量范围,陀螺年代学模型测得的年龄可能被低估。总之,我们认为,广义陀螺仪年龄磁制动指数可以是一个有趣的方式来更好地理解旋转的想法作为一个时钟。

英文摘要:

In this first work attempts to analytically explain the effects on the magnetic braking index, $q$, caused by the evolution of stellar velocity in main-sequence stars, and estimated by de Freitas \& De Medeiros (2013). We have found that the effect of $q$ is here a determining factor for understanding the delicate mechanisms that control the spin-down of stars as a function of the mass of stars. We note that our models predict that the calculated ages are distinct from gyrochronology ages. Indeed, the gyro-ages are measured considering only the canonical value of the Skumanich relation ($q$=3). As a result, we find that the age of stars can be well-determined when $q$ is free parameter. We also verified that for rotation periods less than $\sim$ 5 days (i.e., fast rotators) there is a strong discrepancy among the different indexes $q$. In addition, the ages measured by gyrochronology model can be underestimated according to mass range selected. In conclusion, we suggest that the generalized gyro-ages by magnetic braking index can be an interesting way to better understand the idea of rotation as a clock.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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