Published September 20, 2007 | Version Published
Journal Article Open

Self-consistent massive disks in triaxial dark matter halos

  • 1. ROR icon Swinburne University of Technology
  • 2. ROR icon McMaster University
  • 3. ROR icon California Institute of Technology
  • 4. ROR icon University of California, Berkeley
  • 5. ROR icon University of Central Lancashire

Abstract

Galactic disks in triaxial dark matter halos become deformed by the elliptical potential in the plane of the disk in such a way as to counteract the halo ellipticity. We develop a technique to calculate the equilibrium configuration of such a disk in the combined disk-halo potential, which is based on the method of Jog but accounts for the radial variation in both the halo potential and the disk ellipticity. This crucial ingredient results in qualitatively different behavior of the disk: the disk circularizes the potential at small radii, even for a reasonably low disk mass. This effect has important implications for proposals to reconcile cuspy halo density profiles with low surface brightness galaxy rotation curves using halo triaxiality. The disk ellipticities in our models are consistent with observational estimates based on two-dimensional velocity fields and isophotal axis ratios.

Additional Information

© 2007. The American Astronomical Society. Received 2007 April 2; accepted 2007 June 9. J. B. thanks the Australian Research Council for financial support. J. D. S. acknowledges the support of a Millikan Fellowship provided by Caltech. B. K. G. and C. P. gratefully acknowledge the support of the Australian Research Council–supported "Commonwealth Cosmology Initiative," DP 0665574. We thank Milo Milosavljevi and Darren Croton for helpful conversations and the referee, Chanda Jog, for a very useful report.

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Identifiers

Eprint ID
14017
Resolver ID
CaltechAUTHORS:20090419-200727928

Funding

Australian Research Council
DP 0665574
Caltech Millikan Fellowship

Dates

Created
2009-04-21
Created from EPrint's datestamp field
Updated
2021-11-08
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