论文标题

系外行星中的氦气吸收与恒星冠状丰度连接

Helium absorption in exoplanet atmospheres is connected to stellar coronal abundances

论文作者

Poppenhaeger, K.

论文摘要

10830 Angstrom左右的氦三重态中的过境观测是研究超球门气氛及其质量损失的成功工具。形成这些线需要在超球星大气中的电离和重组。这种电离是由极端超紫(EUV)波长处的恒星光子引起的。但是,目前没有活跃的望远镜可以观察到恒星光谱的这一部分。恒星EUV光谱的相关部分由单个发射线组成,其中许多是在冠状温度下形成的。由于首次电离电位(FIP)效应,通常观察到电晕中的恒星铁丰度耗尽了高活动性低质量恒星。我表明,具有较高冠状铁的恒星遵循不同的尺度定律,将其X射线发射和导致氦气离子化的窄带EUV通量绑在一起。我还表明,从X射线CCD光谱中可以很好地测量电晕中的恒星铁与氧丰度比,从而得出与高分辨率X射线观测值相似的结果。考虑到冠状铁的丰度,目前观察到的在EUV辐射与超球星氦迁移深度的关系中可以减少较大的散射,从而提高了系外行星传输光谱的目标选择标准。特别是,以前令人困惑的海王星系外行星的氦气氦气目前与经修订的缩放定律的期望一致。

Transit observations in the helium triplet around 10830 Angstrom are a successful tool to study exoplanetary atmospheres and their mass loss. Forming those lines requires ionisation and recombination of helium in the exoplanetary atmosphere. This ionisation is caused by stellar photons at extreme ultra-violet (EUV) wavelengths; however, no currently active telescopes can observe this part of the stellar spectrum. The relevant part of the stellar EUV spectrum consists of individual emission lines, many of them being formed by iron at coronal temperatures. The stellar iron abundance in the corona is often observed to be depleted for high-activity low-mass stars due to the first ionisation potential (FIP) effect. I show that stars with high versus low coronal iron abundances follow different scaling laws that tie together their X-ray emission and the narrow-band EUV flux that causes helium ionisation. I also show that the stellar iron to oxygen abundance ratio in the corona can be measured reasonably well from X-ray CCD spectra, yielding similar results to high-resolution X-ray observations. Taking coronal iron abundance into account, the currently observed large scatter in the relationship of EUV irradiation with exoplanetary helium transit depths can be reduced, improving the target selection criteria for exoplanet transmission spectroscopy. In particular, previously puzzling non-detections of helium for Neptunic exoplanets are now in line with expectations from the revised scaling laws.

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