论文标题

36 \ emph {kepler}子镜头的星号学-I。振荡频率,线宽和振幅

Asteroseismology of 36 \emph{Kepler} subgiants -- I. Oscillation frequencies, linewidths and amplitudes

论文作者

Li, Yaguang, Bedding, Timothy R., Li, Tanda, Bi, Shaolan, Stello, Dennis, Zhou, Yixiao, White, Timothy R.

论文摘要

混合模式的存在使亚巨星成为星际学学的极好目标,为恒星的内部结构提供了探测。在这里,我们研究具有太阳样振荡的36 \ emph {kepler}子巨头,并报告其振荡模式参数。我们进行了所谓的峰值练习,即用功率谱模型估算振荡模式频率,线宽和振幅,该模型拟合在贝叶斯框架中,并用马尔可夫链的蒙特卡洛·卡洛(Monte Carlo Carlo Carlo)算法进行了采样。模式频率的不确定性的中位值为0.180 $μ$ Hz。我们从峰值出现的地震参数获得了地震参数,分析了它们与恒星参数的相关性,并针对缩放关系进行了检查。地震参数的行为(例如$Δν$,$ν_ {\ rm max} $,$ε_p$)通常与理论预测一致。我们介绍了观察性p-g图:早期子巨人的$γ_1$ - $Δν$,$Δπ_1$ - $Δν$用于晚期子巨星,并展示了它们估计出色质量的能力。我们还发现了对线宽的$ \ log g $依赖性,并且对振荡振幅和振荡过量的宽度有大量依赖。该样本将是建模恒星和研究模式物理(例如激发和阻尼)的宝贵约束。

The presence of mixed modes makes subgiants excellent targets for asteroseismology, providing a probe for the internal structure of stars. Here we study 36 \emph{Kepler} subgiants with solar-like oscillations and report their oscillation mode parameters. We performed a so-called peakbagging exercise, i.e. estimating oscillation mode frequencies, linewidths, and amplitudes with a power spectrum model, fitted in the Bayesian framework and sampled with a Markov Chain Monte Carlo algorithm. The uncertainties of the mode frequencies have a median value of 0.180 $μ$Hz. We obtained seismic parameters from the peakbagging, analysed their correlation with stellar parameters, and examined against scaling relations. The behaviour of seismic parameters (e.g. $Δν$, $ν_{\rm max}$, $ε_p$) is in general consistent with theoretical predictions. We presented the observational p--g diagrams: $γ_1$--$Δν$ for early subgiants and $ΔΠ_1$--$Δν$ for late subgiants, and demonstrate their capability to estimate stellar mass. We also found a $\log g$ dependence on the linewidths and a mass dependence on the oscillation amplitudes and the widths of oscillation excess. This sample will be valuable constraints for modelling stars and studying mode physics such as excitation and damping.

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