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arXiv 1203.3552astro-ph.SR
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造父变星临边变暗、角直径修正和来自静态球形模型恒星大气的投影因子

Cepheid limb darkening, angular diameter corrections, and projection factor from static spherical model stellar atmospheres

Hilding R. Neilson, Nicolas Nardetto, Chow-Choong Ngeow, Pascal Fouque, Jesper Storm

摘要:

上下文使用经典造父变星测量哈勃常数的一个挑战是莱维特定律或周期光度关系的校准。Baade-Wesselink方法是利用观测到的径向速度与脉动速度之比、投影因子以及恒星角直径的测量能力来确定造父变星的距离。目标。我们使用球对称模型恒星大气探索的p-因子和角直径校正作为脉动周期的函数的依赖性。方法.强度分布计算从一个网格的平面平行和球对称模型恒星大气使用SAtlas代码。投影因子和角直径校正确定从这些强度分布和以前的结果相比。结果我们预测的几何周期投影因子关系,包括以前发表的最先进的流体动力学预测是没有最近的观测约束。我们提出了一些潜在的解决方案,这种差异。模型大气的几何形状也影响了用来解释干涉观测的角直径修正的预测,这表明过去使用的修正低估了造父变星的角直径3 - 5%。结论.虽然球对称流体静力学模型大气不能解决理论和观测的投影因子之间的差异,但它们确实有助于约束必须包括在内的基本物理,包括色球和质量损失。该模型还预测了更多的物理为基础的干涉观测的边缘暗化校正。

英文摘要:

Context. One challenge for measuring the Hubble constant using Classical Cepheids is the calibration of the Leavitt Law or period-luminosity relationship. The Baade-Wesselink method for distance determination to Cepheids relies on the ratio of the measured radial velocity and pulsation velocity, the so-called projection factor and the ability to measure the stellar angular diameters. Aims. We use spherically-symmetric model stellar atmospheres to explore the dependence of the p-factor and angular diameter corrections as a function of pulsation period. Methods. Intensity profiles are computed from a grid of plane-parallel and spherically-symmetric model stellar atmospheres using the SAtlas code. Projection factors and angular diameter corrections are determined from these intensity profiles and compared to previous results. Results. Our predicted geometric period-projection factor relation including previously published state-of-the-art hydrodynamical predictions is not with recent observational constraints. We suggest a number of potential resolutions to this discrepancy. The model atmosphere geometry also affects predictions for angular diameter corrections used to interpret interferometric observations, suggesting corrections used in the past underestimated Cepheid angular diameters by 3 - 5%. Conclusions. While spherically-symmetric hydrostatic model atmospheres cannot resolve differences between projection factors from theory and observations, they do help constrain underlying physics that must be included, including chromospheres and mass loss. The models also predict more physically-based limb-darkening corrections for interferometric observations.

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