4.7 Article

BREAKING THE LAW: THE Mbh-Mspheroid RELATIONS FOR CORE-SERSIC AND SERSIC GALAXIES

Journal

ASTROPHYSICAL JOURNAL
Volume 746, Issue 1, Pages -

Publisher

IOP PUBLISHING LTD
DOI: 10.1088/0004-637X/746/1/113

Keywords

black hole physics; galaxies: evolution; galaxies: nuclei

Funding

  1. Australian Research Council [DP110103509, FT110100263]
  2. Australian Research Council [FT110100263] Funding Source: Australian Research Council

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The popular log-linear relation between supermassive black hole mass, M-bh, and the dynamical mass of the host spheroid, M-sph, is shown to require a significant correction. Core galaxies, typically with M-bh greater than or similar to 2 x 10(8) M-circle dot and thought to be formed in dry merger events, are shown to be well described by a linear relation for which the median black hole mass is 0.36%-roughly double the old value of constancy. Of greater significance is that M-bh proportional to M-sph(2) among the (non-pseudobulge) lower-mass systems: specifically, log[M-bh/M-circle dot] = (1.92 +/- 0.38) log[M-sph/7 x 10(10)M(circle dot)] + (8.38 +/- 0.17). Classical spheroids hosting a 10(6) M-circle dot black hole will have M-bh/M-sph similar to 0.025%. These new relations presented herein (1) bring consistency to the relation Mb(h) proportional to sigma(5) and the fact that L proportional to sigma(x) with exponents of 5 and 2 for bright (M-B less than or similar to -20.5 mag) and faint spheroids, respectively, (2) mimic the non-(log-linear) behavior known to exist in the M-bh-(Sersic n) diagram, (3) necessitate the existence of a previously overlooked M-bh proportional to L-2.5 relation for Sersic (i.e., not core-Sersic) galaxies, and (4) resolve past conflicts (in mass prediction) with the M-bh-sigma relation at the low-mass end. Furthermore, the bent nature of the M-bh-M-sph relation reported here for classical spheroids will have a host of important implications that, while not addressed in this paper, relate to (1) galaxy/black hole formation theories, (2) searches for the fundamental, rather than secondary, black hole scaling relation, (3) black hole mass predictions in other galaxies, (4) alleged pseudobulge detections, (5) estimates of the black hole mass function and mass density based on luminosity functions, (6) predictions for space-based gravitational wave detections, (7) connections with nuclear star cluster scaling relations, (8) evolutionary studies over different cosmic epochs, (9) comparisons and calibrations matching inactive black hole masses with low-mass active galactic nucleus data, and more.

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