论文标题

通过人口II,恒星距离指标距离本地组星系的距离。 ii。 Fornax矮人球形

Distances to Local Group Galaxies via Population II, Stellar Distance Indicators. II. The Fornax Dwarf Spheroidal

论文作者

Oakes, Elias K., Hoyt, Taylor J., Freedman, Wendy L., Madore, Barry F., Tran, Quang H., Cerny, William, Beaton, Rachael L., Seibert, Mark

论文摘要

我们使用Las Campanas天文台的Magellan-Baaade望远镜获得了三个独立的人群II距离模量,使用宽场,基于地面的$ vi $成像,该模量使用了宽阔的,地面的$ vi $成像。在使用GAIA EDR3适当的运动中减去前景星星后,我们测量了红色巨型分支(TRGB)的$ i $ band Tim $ i_0^\ Mathrm {trgb} = 16.753 \ pm 0.03_ \ pm 0.03_ \ pm mathrm {stat}} $μ_0^\ mathrm {trgb} = 20.80 \ pm 0.037_ \ mathrm {stat} \ pm 0.057_ \ mathrm {sys} $ mag mag的模量。我们确定了与模板平均幅度的RR Lyrae(RRL)距离,并在文献中采用了时期。采用GAIA DR2校准第一个载体RRL期间luminitus和周期之间的关系,我们发现$μ_0^\ mathrm {plz} = 20.74 \ pm 0.01_ \ pm 0.01_ \ mathrm {stat} \ pm 0.12_ pm 0.12_ \ pm 0.12_ \ sys} \ pm 0.02_ \ mathrm {stat} \ pm 0.07_ \ mathrm {sys} $ mag。最后,我们确定了距离Fornax的水平分支(HB)和两个银河球状簇校准器的距离,给出了$μ_0^\ Mathrm {Hb} = 20.83 \ pm 0.03_ \ pm 0.03_ \ Mathrm {stat} \ pm pm 0.09_ \ pm 0.09_ \ mathrm {sys} $。这些距离均来自均质iMac的光度法,固定在独立的几何零点上,并利用不同类别的恒星。因此,我们平均在独立的不确定性上平均报告,并报告组合的距离模量$ \langleμ_0\ rangle = 20.770 \ pm 0.042_ \ mathrm {stat} \ pm 0.024_ \ pm 0.024_ \ mathrm {sys} $ mag(对应于$ 143 \ pm3 $ 3 $ kpc)。

We determine three independent Population II distance moduli to the Fornax dwarf spheroidal (dSph) galaxy, using wide-field, ground-based $VI$ imaging acquired with the Magellan-Baade telescope at Las Campanas Observatory. After subtracting foreground stars using Gaia EDR3 proper motions, we measure an $I$-band tip of the red giant branch (TRGB) magnitude of $I_0^\mathrm{TRGB} = 16.753 \pm 0.03_\mathrm{stat} \pm 0.037_\mathrm{sys}$ mag, with a calibration based in the LMC giving a distance modulus of $μ_0^\mathrm{TRGB} = 20.80 \pm 0.037_\mathrm{stat} \pm 0.057_\mathrm{sys}$ mag. We determine an RR Lyrae (RRL) distance from template mean magnitudes, with periods adopted from the literature. Adopting a Gaia DR2 calibration of first overtone RRL period-luminosity and period-Wesenheit relations, we find $μ_0^\mathrm{PLZ} = 20.74 \pm 0.01_\mathrm{stat} \pm 0.12_\mathrm{sys}$ mag and $μ_0^\mathrm{PWZ} = 20.68 \pm 0.02_\mathrm{stat} \pm 0.07_\mathrm{sys}$ mag. Finally, we determine a distance from Fornax's horizontal branch (HB) and two galactic globular cluster calibrators, giving $μ_0^\mathrm{HB} = 20.83 \pm 0.03_\mathrm{stat} \pm 0.09_\mathrm{sys}$ mag. These distances are each derived from homogeneous IMACS photometry, are anchored to independent geometric zero-points, and utilize different classes of stars. We therefore average over independent uncertainties and report the combined distance modulus $\langle μ_0\rangle = 20.770 \pm 0.042_\mathrm{stat} \pm 0.024_\mathrm{sys}$ mag (corresponding to a distance of $143\pm3$ kpc).

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