4.7 Article

Evolution of characteristic quantities for dark matter halo density profiles

Journal

ASTROPHYSICAL JOURNAL
Volume 657, Issue 1, Pages 56-70

Publisher

IOP PUBLISHING LTD
DOI: 10.1086/509798

Keywords

dark matter; galaxies : evolution; galaxies : formation; galaxies : halos; galaxies : interactions; galaxies : kinematics and dynamics

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We have investigated the effect of an assembly history on the evolution of galactic dark matter (DM) halos of 10(12) h(-1) M-circle dot\ using constrained realizations of random Gaussian fields. Five different realizations of a DM halo with distinct merging histories were constructed and have been evolved using collisionless high-resolution N-body simulations. Our main results are as follows: A halo evolves via a sequence of quiescent phases of a slow mass accretion intermitted by violent episodes of major mergers. In the quiescent phases, the density is well fitted by an NFW profile, the inner scale radius R-s and the mass enclosed within it remain constant, and the virial radius (R-vir) grows linearly with the expansion parameter a. Within each quiescent phase the concentration parameter (c) scales as a, and the mass accretion history (M-vir) is well described by the Tasitsiomi et al. fitting formula. In the violent phases the halos are not in a virial dynamical equilibrium and both R-s and R-vir grow discontinuously. The violent episodes drive the halos from one NFW dynamical equilibrium to another. The final structure of a halo, including c, depends on the degree of violence of the major mergers and the number of violent events. Next, we find a distinct difference between the behavior of various NFW parameters taken as averages over an ensemble of halos and those of individual halos. Moreover, the simple scaling relations c-M-vir do not apply to the entire evolution of individual halos, and therefore we have the common notion that late-forming halos are less concentrated than early-forming ones. The entire evolution of the halo cannot be fitted by single analytical expressions.

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