Statistics of a single sky: constrained random fields and the imprint of Bardeen potentials on galaxy clustering

Monthly Notices of the Royal Astronomical Society Oxford University Press (OUP) 504:4 (2021) 5612-5620

Authors:

Vincent Desjacques, Yonadav Barry Ginat, Robert Reischke

Effect of mass-loss due to stellar winds on the formation of supermassive black hole seeds in dense nuclear star clusters

Monthly Notices of the Royal Astronomical Society Oxford University Press 505:2 (2021) 2186-2194

Authors:

Arpan Das, Dominik RG Schleicher, Shantanu Basu, Tjarda CN Boekholt

Abstract:

The observations of high-redshifts quasars at z ≳ 6 have revealed that supermassive black holes (SMBHs) of mass ∼109M⊙∼109M⊙ were already in place within the first ∼Gyr after the big bang. Supermassive stars (SMSs) with masses 103−5M⊙103−5M⊙ are potential seeds for these observed SMBHs. A possible formation channel of these SMSs is the interplay of gas accretion and runaway stellar collisions inside dense nuclear star clusters (NSCs). However, mass-loss due to stellar winds could be an important limitation for the formation of the SMSs and affect the final mass. In this paper, we study the effect of mass-loss driven by stellar winds on the formation and evolution of SMSs in dense NSCs using idealized N-body simulations. Considering different accretion scenarios, we have studied the effect of the mass-loss rates over a wide range of metallicities Z* = [.001–1]Z⊙ and Eddington factors fEdd=L∗/LEdd=0.5,0.7,and0.9fEdd=L∗/LEdd=0.5,0.7,and0.9⁠. For a high accretion rate of 10−4M⊙yr−110−4M⊙yr−1⁠, SMSs with masses ≳103M⊙yr−1≳103M⊙yr−1 could be formed even in a high metallicity environment. For a lower accretion rate of 10−5M⊙yr−110−5M⊙yr−1⁠, SMSs of masses ∼103−4M⊙∼103−4M⊙ can be formed for all adopted values of Z* and fEdd, except for Z* = Z⊙ and fEdd = 0.7 or 0.9. For Eddington accretion, SMSs of masses ∼103M⊙∼103M⊙ can be formed in low metallicity environments with Z* ≲ 0.01 Z⊙. The most massive SMSs of masses ∼105M⊙∼105M⊙ can be formed for Bondi–Hoyle accretion in environments with Z* ≲ 0.5 Z⊙. An intermediate regime is likely to exist where the mass-loss from the winds might no longer be relevant, while the kinetic energy deposition from the wind could still inhibit the formation of a very massive object.

Strong suppression of heat conduction in a laboratory replica of galaxy-cluster turbulent plasmas

(2021)

Authors:

J Meinecke, P Tzeferacos, JS Ross, AFA Bott, S Feister, H-S Park, AR Bell, R Blandford, RL Berger, R Bingham, A Casner, LE Chen, J Foster, DH Froula, C Goyon, D Kalantar, M Koenig, B Lahmann, C-K Li, Y Lu, CAJ Palmer, R Petrasso, H Poole, B Remington, B Reville, A Reyes, A Rigby, D Ryu, G Swadling, A Zylstra, F Miniati, S Sarkar, AA Schekochihin, DQ Lamb, G Gregori

An upper observable black hole mass scale for tidal destruction events with thermal X-ray spectra

Monthly Notices of the Royal Astronomical Society Oxford University Press 505:2 (2021) 1629-1644

Authors:

Andrew Mummery, Steven A Balbus

Abstract:

We comprehensively model the X-ray luminosity emergent from time-dependent relativistic accretion discs, developing analytical models of the X-ray luminosity of thermal disc systems as a function of black hole mass M, disc mass Md, and disc α-parameter. The X-ray properties of these solutions will be directly relevant for understanding tidal disruption event (TDE) observations. We demonstrate an extremely strong suppression of thermal X-ray luminosity from large mass black holes, LX ∼ exp (− m7/6), where m is a dimensionless mass, roughly the black hole mass in unity of 106M⊙. This strong suppression results in upper observable black hole mass limits, which we demonstrate to be of order Mlim ≃ 3 × 107M⊙, above which thermal X-ray emission will not be observable. This upper observable black hole mass limit is a function of the remaining disc parameters, and the full dependence can be described analytically (equation 82). We demonstrate that the current population of observed X-ray TDEs is indeed consistent with an upper black hole mass limit of order M ∼ 107M⊙, consistent with our analysis.

The Equivalence Principle and The Cosmological Constant Problem

ArXiv 2105.0775 (2021)