arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 1312.0692astro-ph.HEastro-ph.COastro-ph.GA
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一亿年前费米泡的稳态强子Gamma-Ray辐射

Steady-State Hadronic Gamma-Ray Emission from 100-Myr-Old Fermi Bubbles

Roland M. Crocker, Geoffrey V. Bicknell, Ettore Carretti, Alex S. Hill, Ralph S. Sutherland

摘要:

费米泡是银河系核球中神秘的γ射线特征。这两个假定的活动(在$\sim$少数$\times$ Myr)连接到银河系中心的超大质量黑洞,或者,核恒星的形成已被声称是泡沫的能量来源。同样,非热电子的逆康普顿发射(“轻子”模型)和非热质子与气体的碰撞(“强子”模型)都被认为是提供气泡γ射线发射的过程。任何稳态强子模型的一个问题是,气泡等离子体的密度非常低,似乎需要它们在多Gyr时间尺度上积累质子,比问题中发生的其他自然时间尺度长得多。本文提出了一个强子模型,其中产生气泡的强子γ射线辐射的时间尺度为$\sim$几$\times 10^8$年。我们的模型调用了气泡的热不稳定等离子体的崩溃,导致宇宙射线和磁场聚集成局部的,温暖的($\sim 10^4$ K),以及可能的高密度气体的自发凝聚。在这些暗条由非热压力支撑的条件下,我们可以预言气泡的强子辐射为$L_γ\simeq 2 \times 10^{37}$ erg/s $\ \dot{M}_\mathrm{in}/(0.1 \ M_{Sun}/$年$) \ T_\mathrm{FB}^2/(3.5 \times 10^7 K) ^2 M_{fil}/M_{pls}$ ;精确地观测到它们的光度(对进入气泡的恒星形成驱动的质量通量和它们的测量的等离子体温度进行归一化,并采用进一步的结果,即细丝中的质量,$M_{fil}$近似等于气泡等离子体的$M_{pls}$($M_{pls}$)。

英文摘要:

The Fermi Bubbles are enigmatic γ-ray features of the Galactic bulge. Both putative activity (within $\sim$ few $\times$ Myr) connected to the Galactic center super-massive black hole and, alternatively, nuclear star formation have been claimed as the energising source of the Bubbles. Likewise, both inverse-Compton emission by non-thermal electrons (`leptonic' models) and collisions between non-thermal protons and gas (`hadronic' models) have been advanced as the process supplying the Bubbles' γ-ray emission. An issue for any steady state hadronic model is that the very low density of the Bubbles' plasma seems to require that they accumulate protons over a multi-Gyr timescale, much longer than other natural timescales occurring in the problem. Here we present a hadronic model where the timescale for generating the Bubbles' hadronic γ-ray emission is $\sim$ few $\times 10^8$ years. Our model invokes collapse of the Bubbles' thermally-unstable plasma, leading to an accumulation of cosmic rays and magnetic field into localised, warm ($\sim 10^4$ K), and likely filamentary condensations of higher density gas. Under the condition that these filaments are supported by non-thermal pressure, we can predict the hadronic emission from the Bubbles to be $L_γ\simeq 2 \times 10^{37}$ erg/s $\ \dot{M}_\mathrm{in}/(0.1 \ M_{Sun}/$ year $) \ T_\mathrm{FB}^2/(3.5 \times 10^7 K) ^2 M_{fil}/M_{pls}$ ; precisely their observed luminosity (normalizing to the star-formation-driven mass flux into the Bubbles and their measured plasma temperature and adopting the further result that the mass in the filaments, $M_{fil}$ is approximately equal to that of the Bubbles' plasma, $M_{pls}$).

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