论文标题

银河系签名的人口统计

Demography of galactic technosignatures

论文作者

Grimaldi, Claudio

论文摘要

关于地球以外的技术生命的存在的概率论点传统上是指德雷克方程,以提取对技术先进的文明数量的可能估计,无论是否有意或无故意以银河系的方式发射。在这里,我们介绍了除德雷克(Drake)的数字$ n_d $以外的其他指标,以开发人造排放的人口统计学,填充了银河系。我们专注于三个主要独立信号(各向同性,狭窄的光束和旋转信标),以计算银河系中存在的平均数量$ n_g $ n_g $ n_g $,而它们的平均数量越过地球,$ \ bar {k} $,这是从直接观察到统计估计的数量。我们表明,$ \ bar {k} $与$ n_d $仅用于各向同性排放,而在高度方向信号的情况下,$ \ bar {k} $可能小于$ n_d $的数量级。我们进一步表明,虽然$ n_d $给出了目前发布的排放量,但$ n_g $也考虑了不再活跃发射器的信号,但其排放量仍然占据了银河系。我们发现,只要排放的平均寿命短于$ 10^5 $ yr左右,$ n_g $仅由仅排放率完全决定,而$ n_d $和$ \ bar {k} $也取决于排放寿命。最后,使用$ n_g $,$ n_d $的分析公式和$ \ bar {k} $确定了此处考虑的每种排放过程,我们提供了对这些数量的值的全面概述,这些数量可能会随着排放出生率,寿命,寿命和方向的功能而实现。

Probabilistic arguments about the existence of technological life beyond Earth traditionally refer to the Drake equation to draw possible estimates of the number of technologically advanced civilizations releasing, either intentionally or not, electromagnetic emissions in the Milky Way. Here, we introduce other indicators than Drake's number $N_D$ to develop a demography of artificial emissions populating the Galaxy. We focus on three main categories of statistically independent signals (isotropic, narrow beams, and rotating beacons) to calculate the average number $N_G$ of emission processes present in the Galaxy and the average number of them crossing Earth, $\bar{k}$, which is a quantity amenable to statistical estimation from direct observations. We show that $\bar{k}$ coincides with $N_D$ only for isotropic emissions, while $\bar{k}$ can be orders of magnitude smaller than $N_D$ in the case of highly directional signals. We further show that while $N_D$ gives the number of emissions being released at the present time, $N_G$ considers also the signals from no longer active emitters but whose emissions still occupy the Galaxy. We find that as long as the average longevity of the emissions is shorter than about $10^5$ yr, $N_G$ is fully determined by the rate of emissions alone, in contrast to $N_D$ and $\bar{k}$ which depend also on the emission longevity. Finally, using analytic formulas of $N_G$, $N_D$, and $\bar{k}$ determined for each type of emission processes here considered, we provide a comprehensive overview of the values these quantities can possibly achieve as functions of the emission birthrates, longevities, and directionality.

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