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High resolution spectroscopy for Cepheids distance determination. II. A period- projection factor relation

机译:用于造父变星距离测定的高分辨率光谱。 II。一个   周期 - 投影因子关系

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摘要

The projection factor is a key quantity for the interferometricBaade-Wesselink (hereafter IBW) and surface-brightness (hereafter SB) methodsof determining the distance of Cepheids. Indeed, it allows a consistentcombination of angular and linear diameters of the star. We aim to determineconsistent projection factors that include the dynamical structure of theCepheids' atmosphere. Methods. Hydrodynamical models of delta Cep and l Carhave been used to validate a spectroscopic method of determining the projectionfactor. This method, based on the amplitude of the radial velocity curve, isapplied to eight stars observed with the HARPS spectrometer. The projectionfactor is divided into three sub-concepts : (1) a geometrical effect, (2) thevelocity gradient within the atmosphere, and (3) the relative motion of the"optical" pulsating photosphere compared to the corresponding mass elements(hereafter fo-g). Both, (1) and (3) are deduced from geometrical andhydrodynamical models, respectively, while (2) is derived directly fromobservations. The Fe I 4896.439 A line is found to be the best one to use inthe context of IBW and SB methods. A coherent and consistent period-projectionfactor relation (hereafter Pp relation) is derived for this specific spectralline: p = [0.064 +- 0.020] log P + [1.376 +- 0.023]. This procedure is thenextended to derive dynamic projection factors for any spectral line of anyCepheid. This Pp relation is an important tool for removing bias in thecalibration of the period-luminosity relation of Cepheids. Moreover, it revealsa new physical quantity fo-g to investigate in the near future.
机译:投影因子是用于确定造父变星距离的干涉式Baade-Wesselink(以下称为IBW)和表面亮度(以下称为SB)方法的关键量。实际上,它允许恒星的角直径和线性直径的一致组合。我们旨在确定一致的投影因子,其中包括造父变星大气的动力结构。方法。已使用delta Cep和l Carh的流体力学模型来验证确定投影因子的光谱方法。该方法基于径向速度曲线的幅度,适用于使用HARPS光谱仪观测到的八颗星。投影因子分为三个子概念:(1)几何效应;(2)大气中的速度梯度;(3)与相应的质量元素相比,“光学”脉动光球的相对运动(以下称为G)。 (1)和(3)分别是从几何模型和流体动力学模型推导出来的,而(2)是直接从观测推导出来的。在IBW和SB方法的背景下,发现Fe I 4896.439 A系是最好的系。对于该特定谱线,导出了一致且一致的周期投影因子关系(以下称为Pp关系):p = [0.064 +-0.020] log P + [1.376 +-0.023]。然后扩展此过程,以得出任何造父变星的任何谱线的动态投影因子。 Pp关系是消除造父变星的周期-发光关系校准中的重要工具。而且,它揭示了一个新的物理量,可以在不久的将来进行研究。

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