论文标题

Hephaistos I. Project以银河系的部分dyson领域的上限

Project Hephaistos I. Upper limits on partial Dyson spheres in the Milky Way

论文作者

Suazo, Matías, Zackrisson, Erik, Wright, Jason T., Korn, Andreas, Huston, Macy

论文摘要

戴森球体是由先进的外星文明建造的假设巨型建筑,从而从恒星那里收集辐射能量。在这里,我们将来自Gaia DR2的光学数据与来自Allwise的中红外数据相结合,以根据其预期的废物热标志,将迄今为止的最强上限设置为迄今为止部分dyson球的患病率。保守的上限以g $ \ leq $ 21的恒星比例显示,该恒星可能会托管非反射的戴森球体,吸收了宿主星的降射光度的1-90 $ \%$,并在100-1000 K范围内发射热浪费。根据$ \ $ \ $ $ $ 2.7 \ MATHRM {e} \,5 $ stars的样本,在100 pc中,我们发现小于$ \ $ \ $ \ $ 2 \ $ 2 \ mathrm {e} \, - 5 $的分数可能可能会host $ \ sim $ \ sim $ 300 k dyson Spheres,以90 $ \%$ $完成。由于与明智的检测限制,由于与自然发生的强中海辐射源的混乱增加,这些极限对于较少完整的dyson球体而变得越来越弱。对于$ \ sim2.9 \ mathrm {e} \,在我们的银河系样品中5 kpc内8 $星级,相应的恒星分数的相应上限可能是$ \ sim $ \ sim $ 300 k dyson spheres,以90美元$ \%$完成为$ \%$ $ \%$ $ \%$ \ leq $ \ leq $ $ 8 \ $ 8 \ mathrm,

Dyson spheres are hypothetical megastructures built by advanced extraterrestrial civilizations to harvest radiation energy from stars. Here, we combine optical data from Gaia DR2 with mid-infrared data from AllWISE to set the strongest upper limits to date on the prevalence of partial Dyson spheres within the Milky Way, based on their expected waste-heat signatures. Conservative upper limits are presented on the fraction of stars at G $\leq$ 21 that may potentially host non-reflective Dyson spheres that absorb 1 - 90$\%$ of the bolometric luminosity of their host stars and emit thermal waste-heat in the 100 - 1000 K range. Based on a sample of $\approx$ $2.7\mathrm{e}\,5$ stars within 100 pc, we find that a fraction less than $\approx$ $2\mathrm{e}\,-5$ could potentially host $\sim$300 K Dyson spheres at 90$\%$ completion. These limits become progressively weaker for less complete Dyson spheres due to increased confusion with naturally occurring sources of strong mid-infrared radiation, and also at larger distances, due to the detection limits of WISE. For the $\sim2.9\mathrm{e}\,8$ stars within 5 kpc in our Milky Way sample, the corresponding upper limit on the fraction of stars that could potentially be $\sim$300 K Dyson spheres at 90$\%$ completion is $\leq$ $8\mathrm{e}\,-4$.

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