48,240 research outputs found

    Fundamental Plane of Black Hole Activity in Quiescent Regime

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    A correlation among the radio luminosity (LRL_{\rm R}), X-ray luminosity (LXL_{\rm X}), and black hole mass (MBHM_{\rm BH}) in active galactic nuclei (AGNs) and black hole binaries is known to exist and is called the "Fundamental Plane" of black hole activity. Yuan & Cui (2005) predicts that the radio/X-ray correlation index, ξX\xi_{\rm X}, changes from ξX0.6\xi_{\rm X}\approx 0.6 to ξX1.21.3\xi_{\rm X}\approx 1.2-1.3 when LX/LEddL_{\rm X}/L_{\rm Edd} decreases below a critical value 106\sim 10^{-6}. While many works favor such a change, there are also several works claiming the opposite. In this paper, we gather from literature a largest quiescent AGN (defined as LX/LEdd<106L_{\rm X}/L_{\rm Edd} < 10^{-6}) sample to date, consisting of 7575 sources. We find that these quiescent AGNs follow a ξX1.23\xi_{\rm X}\approx 1.23 radio/X-ray relationship, in excellent agreement with the Yuan \& Cui prediction. The reason for the discrepancy between the present result and some previous works is that their samples contain not only quiescent sources but also "normal" ones (i.e., LX/LEdd>106L_{\rm X}/L_{\rm Edd} > 10^{-6}). In this case, the quiescent sources will mix up with those normal ones in LRL_{\rm R} and LXL_{\rm X}. The value of ξX\xi_{\rm X} will then be between 0.60.6 and 1.3\sim1.3, with the exact value being determined by the sample composition, i.e., the fraction of the quiescent and normal sources. Based on this result, we propose that a more physical way to study the Fundamental Plane is to replace LRL_{\rm R} and LXL_{\rm X} with LR/LEddL_{\rm R}/L_{\rm Edd} and LX/LEddL_{\rm X}/L_{\rm Edd}, respectively.Comment: 11 pages, 7 figures, accepted for publication in The Astrophysical Journa

    Radiative heating in the kinetic mode of AGN feedback

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    AGN feedback is now widely believed to play a crucial role in the co-evolution between the central black hole and its host galaxy. Two feedback modes have been identified, namely the radiative and kinetic modes, which correspond to the luminous AGNs and low-luminosity AGNs (LLAGNs), respectively. In this paper, we investigate the radiative heating in the kinetic mode. This process is potentially important because: 1) the radiation power of LLAGNs is higher than the jet power over a wide parameter range, 2) the spectral energy distribution of LLAGNs is such that the radiative heating is more effective compared to that of luminous AGNs with the same luminosity, and 3) most of the time in the lifecycle of an AGN is spent in the LLAGNs phase. In this paper, adopting the characteristic broad-band spectral energy distributions of LLAGNs, we calculate the value of "Compton temperature" (TcT_{\rm c}), which determines the radiative heating by Compton scattering. We find that Tc(515)×107T_{\rm c}\sim (5-15)\times 10^7 K, depending on the spectrum of individual LLAGN and at which distance from the black hole we evaluate the heating. We also compare this heating process with other radiative heating and cooling processes such as photoionization/recombination. Our result can be used for an accurate calculation of the radiative heating in the study of AGN feedback.Comment: 9 pages, 3 figures, 3 tables. ApJ accepte

    U(1)U(1) gauge vector field on a codimension-2 brane

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    In this paper, we obtain a gauge invariant effective action for a bulk massless U(1)U(1) gauge vector field on a brane with codimension two by using a general Kaluza-Klein (KK) decomposition for the field. It suggests that there exist two types of scalar KK modes to keep the gauge invariance of the action for the massive vector KK modes. Both the vector and scalar KK modes can be massive. The masses of the vector KK modes m(n)m^{(n)} contain two parts, m1(n)m_{1}^{(n)} and m2(n)m_{2}^{(n)}, due to the existence of the two extra dimensions. The masses of the two types of scalar KK modes mϕ(n)m_{\phi}^{(n)} and mφ(n)m_{\varphi}^{(n)} are related to the vector ones, i.e., mϕ(n)=m1(n)m_{\phi}^{(n)}=m_{1}^{(n)} and mφ(n)=m2(n)m_{\varphi}^{(n)}=m_{2}^{(n)}. Moreover, we derive two Schr\"{o}dinger-like equations for the vector KK modes, for which the effective potentials are just the functions of the warp factor.Comment: 15 pages,no figures, accepted by JHE

    Unconventional Superconductivity and Density Waves in Twisted Bilayer Graphene

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    We study electronic ordering instabilities of twisted bilayer graphene with n=2n=2 electrons per supercell, where correlated insulator state and superconductivity are recently observed. Motivated by the Fermi surface nesting and the proximity to Van Hove singularity, we introduce a hot-spot model to study the effect of various electron interactions systematically. Using renormalization group method, we find dd/pp-wave superconductivity and charge/spin density wave emerge as the two types of leading instabilities driven by Coulomb repulsion. The density wave state has a gapped energy spectrum at n=2n=2 and yields a single doubly-degenerate pocket upon doping to n>2n>2. The intertwinement of density wave and superconductivity and the quasiparticle spectrum in the density wave state are consistent with experimental observations.Comment: 15 pages, 12 figures; updated discussion and analysis on density wave state
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