We study dynamics of bars in models of disc galaxies embedded in realistic dark matter haloes. We find that disc thickness plays an important, if not dominant, role in the evolution and structure of the bars. We also make extensive numerical tests of different N-body codes used to study bar dynamics. Models with thick discs typically used in this type of modelling (height-to-length ratio hz/Rd = 0.2) produce slowly rotating, and very long, bars. In contrast, more realistic thin discs with the same parameters as in our Galaxy (hz/Rd ≈ 0.1) produce bars with normal length Rbar ≈ Rd, which rotate quickly with the ratio of the corotation radius to the bar radius compatible with observations. Bars in these models do not show a tendency to slow down, and may lose as little as 2-3 per cent of their angular momentum due to dynamical friction with the dark matter over cosmological time. We attribute the differences between the models to a combined effect of high phase-space density and smaller Jeans mass in the thin-disc models, which result in the formation of a dense central bulge. Special attention is paid to numerical effects, such as the accuracy of orbital integration, force and mass resolution. Using three N-body codes - gadget, adaptive refinement tree (art) and pkdgrav - we find that numerical effects are very important and, if not carefully treated, may produce incorrect and misleading results. Once the simulations are performed with sufficiently small time-steps and with adequate force and mass resolution, all the codes produce nearly the same results: we do not find any systematic deviations between the results obtained with tree codes (gadget and pkdgrav) and with the adaptive mesh refinement (art) code. © 2009 RAS.
CITATION STYLE
Klypin, A., Valenzuela, O., Colín, P., & Quinn, T. (2009). Dynamics of barred galaxies: Effects of disc height. Monthly Notices of the Royal Astronomical Society, 398(2), 1027–1040. https://doi.org/10.1111/j.1365-2966.2009.15187.x
Mendeley helps you to discover research relevant for your work.