论文标题
部分可观测时空混沌系统的无模型预测
Intrinsic Lyman alpha Profiles of High-Velocity G, K, and M Dwarfs
论文作者
论文摘要
Hi lyman Alpha的观察是晚期型恒星的最明亮的紫外线发射线,对于理解恒星的色球球和过渡区域,在系质大气中对光化学进行建模以及测量星际媒介中的中性氢和氘的丰度至关重要。然而,由于星际气体严重衰减,众所周知,Lyman Alpha的观察结果是具有挑战性的,这阻碍了我们对这一重要排放线的基本形态的理解。我们呈现了五g,k和m矮人的高分辨率远分辨率和近紫外光谱,其径向速度足够大,可以多普勒移动恒星Lyman Alpha发射线从大部分星际衰减中移开,从而可以直接观察到线核。我们检测到所有目标的Lyman Alpha发射线核心中的自我反向,我们表明自我反向深度随表面重力的增加而降低。 MG II自我反向发射线轮廓提供了一些有用的信息来限制Lyman Alpha线核心,但是差异足够显着,以至于Mg II在重建过程中不能直接用作固有的Lyman Alpha模板。我们表明,忽略自我反向的重建可能会高估G和K矮人的内在莱曼alpha通量高达60%-100%,而M矮人则高于40%-170%。我们样品的五颗恒星具有低磁性活性和亚磨性金属性。需要更大的样本量来确定这些结果对这些因素的敏感程度。
Observations of H I Lyman alpha, the brightest UV emission line of late-type stars, are critical for understanding stellar chromospheres and transition regions, modeling photochemistry in exoplanet atmospheres, and measuring the abundances of neutral hydrogen and deuterium in the interstellar medium. Yet, Lyman alpha observations are notoriously challenging due to severe attenuation from interstellar gas, hindering our understanding of this important emission line's basic morphology. We present high-resolution far- and near-UV spectroscopy of five G, K, and M dwarfs with radial velocities large enough to Doppler shift the stellar Lyman alpha emission line away from much of the interstellar attenuation, allowing the line core to be directly observed. We detect self-reversal in the Lyman alpha emission line core for all targets, and we show that the self-reversal depth decreases with increasing surface gravity. Mg II self-reversed emission line profiles provide some useful information to constrain the Lyman alpha line core, but the differences are significant enough that Mg II cannot be used directly as an intrinsic Lyman alpha template during reconstructions. We show that reconstructions that neglect self-reversal could overestimate intrinsic Lyman alpha fluxes by as much as 60%-100% for G and K dwarfs and 40%-170% for M dwarfs. The five stars of our sample have low magnetic activity and sub-solar metallicity; a larger sample size is needed to determine how sensitive these results are to these factors.