论文标题
$λ$ bootis星的脉动特性I。南部苔丝样本
The Pulsation Properties of $λ$ Bootis Stars I. The Southern TESS Sample
论文作者
论文摘要
我们分析了70个Southern $λ$ boo Stars的苔丝光曲线,以识别二进制文件,并确定哪些脉动为$δ$ scuti恒星。我们在样品中发现了两个心跳星和两个黯然失色的二进制物。我们计算出$λ$ boo boo star的81%为$δ$ sct变量,大约是同一参数空间上普通恒星的两倍。我们确定来自光度法和GAIA DR2可视性的$λ$ boo星的温度和亮度。 40 $λ$ boo星的子集具有2分钟的苔丝数据,可靠的温度和亮度以及$δ$ SCT脉动。我们使用Petersen图(周期比),Échelle图和周期 - 亮度关系来确定这40颗恒星中的20个基本模式,并得出结论,在此模式下,另外8颗恒星在此模式下没有脉动。对于剩余的12个,无法明确识别基本模式。对于12个基本模式脉动器,可以进行进一步的模式识别,这些脉动在其Échelle图中具有定期的脉动泛音序列。我们使用恒星进化模型来统计确定$λ$ boo恒星仅是表面金属弱的。简单的脉动模型还可以以$ z = 0.01 $的金属度比$ z = 0.001 $更适合观测值。苔丝的观察结果揭示了$λ$ boo星上星际学的巨大潜力,以确定$λ$ boo boo boo bootomenon的起源的精确恒星年龄并散发出光线。
We analyse TESS light curves for 70 southern $λ$ Boo stars to identify binaries and to determine which of them pulsate as $δ$ Scuti stars. We find two heartbeat stars and two eclipsing binaries among the sample. We calculate that 81 percent of $λ$ Boo stars pulsate as $δ$ Sct variables, which is about twice that of normal stars over the same parameter space. We determine the temperatures and luminosities of the $λ$ Boo stars from photometry and Gaia DR2 parallaxes. A subset of 40 $λ$ Boo stars have 2-min TESS data, reliable temperatures and luminosities, and $δ$ Sct pulsation. We use Petersen diagrams (period ratios), échelle diagrams and the period--luminosity relation to identify the fundamental mode in 20 of those 40 stars and conclude that a further 8 stars are not pulsating in this mode. For the remaining 12, the fundamental mode cannot be unambiguously identified. Further mode identification is possible for 12 of the fundamental mode pulsators that have regular sequences of pulsation overtones in their échelle diagrams. We use stellar evolution models to determine statistically that the $λ$ Boo stars are only superficially metal weak. Simple pulsation models also better fit the observations at a metallicity of $Z=0.01$ than at $Z=0.001$. The TESS observations reveal the great potential of asteroseismology on $λ$ Boo stars, for determining precise stellar ages and shedding light on the origin(s) of the $λ$ Boo phenomenon.