http://arxiv.org/abs/1712.00058
Recent developments in computer hardware and software enables researchers to simulate the self-gravitating evolution of galaxies at a resolution comparable to the actual number of stars. Here we present the results of a series of such simulations. We performed $N$-body simulations of disk galaxies at with 100 and 500 million particles over a wide range of initial conditions. Our calculations include a live bulge, disk, and dark matter halo, each of which is represented by self-gravitating particles in the $N$-body code. The simulations are performed using the gravitational $N$-body tree-code Bonsai running on the Piz Daint supercomputer. We find that the time scale over which the bar forms increase exponentially with decreasing disk-mass fraction. The effective criterion for bar formation is obtained in our simulations for a disk-to-halo mass-fractions $\gtrsim$ 0.25. These results can be explained with the swing-amplification theory. The condition for the formation of $m=2$ spirals is consistent with that for the formation of the bar, which also is an $m=2$ phenomenon. We further argue that the two-armed structures in grand-design spiral galaxies is a transitional phenomenon, and that these galaxies evolve to barred galaxies on a dynamical timescale. The resulting barred galaxies have rich morphology, which is also present in the Hubble sequence. We explain the sequence of spiral-galaxies in the Hubble diagram by the bulge-to-disk mass fraction, and the sequence of barred-spiral galaxies is a consequence of secular evolution.
M. Fujii, J. Bedorf, J. Baba, et. al.
Mon, 4 Dec 17
13/72
Comments: 22 pages; 23 figures. Submitted to MNRAS