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The Millennium Galaxy Catalogue: The local supermassive black hole mass function in early- and late-type galaxies

机译:千禧银河目录:当地超大质量黑洞质量   在早型和晚型星系中发挥作用

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摘要

We provide a new estimate of the local supermassive black hole mass functionusing (i) the empirical relation between supermassive black hole mass and theSersic index of the host spheroidal stellar system and (ii) the measured(spheroid) Sersic indices drawn from 10k galaxies in the Millennium GalaxyCatalogue. The observational simplicity of our approach, and the directmeasurements of the black hole predictor quantity, i.e. the Sersic index, forboth elliptical galaxies and the bulges of disc galaxies makes itstraightforward to estimate accurate black hole masses in early- and late-typegalaxies alike. We have parameterised the supermassive black hole mass functionwith a Schechter function and find, at the low-mass end, a logarithmic slope(1+alpha) of ~0.7 for the full galaxy sample and ~1.0 for the early-type galaxysample. Considering spheroidal stellar systems brighter than M_B = -18 mag, andintegrating down to black hole masses of 10^6 M_sun, we find that the localmass density of supermassive black holes in early-type galaxies rho_{bh,early-type} = (3.5+/-1.2) x 10^5 h^3_{70} M_sun Mpc^{-3}, and in late-typegalaxies rho_{bh, late-type} = (1.0+/-0.5) x 10^5 h^3_{70} M_sun Mpc^{-3}. Theuncertainties are derived from Monte Carlo simulations which includeuncertainties in the M_bh-n relation, the catalogue of Sersic indices, thegalaxy weights and Malmquist bias. The combined, cosmological, supermassiveblack hole mass density is thus Omega_{bh, total} = (3.2+/-1.2) x 10^{-6} h_70.That is, using a new and independent method, we conclude that (0.007+/-0.003)h^3_{70} per cent of the universe's baryons are presently locked up insupermassive black holes at the centres of galaxies.
机译:我们使用(i)超大质量黑洞质量与宿主球状恒星系统的Sersic指数之间的经验关系,以及(ii)从10k星系中测得的(球状)Sersic指数提供新的估计值千年银河目录我们方法的观察简便性以及对黑洞预测因子数量的直接测量,即Sersic指数,椭圆形星系和圆盘星系的凸起,都使得它可以直接估计早期和晚期类型星系中的准确黑洞质量。我们用Schechter函数对超大质量黑洞质量函数进行了参数化,发现在低质量端,整个星系样本的对数斜率(1 + alpha)为〜0.7,早期类型星系样本的对数斜率为(1.0)。考虑到球状星体系统比M_B = -18 mag亮,并且积分到黑洞质量为10 ^ 6 M_sun,我们发现早期型星系rho_ {bh,early-type} =(3.5的超大质量黑洞的局部质量密度+/- 1.2)x 10 ^ 5 h ^ 3_ {70} M_sun Mpc ^ {-3},而在晚期星系rho_ {bh,晚期类型} =(1.0 +/- 0.5)x 10 ^ 5 h ^ 3_ {70} M_sun Mpc ^ {-3}。这些不确定性是从蒙特卡洛模拟得出的,其中包括M_bh-n关系中的不确定性,Sersic指数,星系权重和Malmquist偏向。因此,宇宙学,超质量黑洞的总质量密度为Omega_ {bh,总} =(3.2 +/- 1.2)x 10 ^ {-6} h_70。也就是说,使用新的独立方法得出的结论是(0.007+ /-0.003)h^3_{70}%的重子目前被锁定在星系中心的超大质量黑洞中。

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