论文标题
旋转曲线上的手臂和条形的烙印:平面和平面
The imprint of arms and bars on rotation curves: in-plane and off-plane
论文作者
论文摘要
在旋转曲线(RC)中,编码了恒星盘的运动态,以及有关驱动星系世俗演化的动力学机制的信息。为了解释由螺旋模式和棒的影响而产生的RC的特征,我们研究了专门针对此目的量身定制的一系列螺旋星系模型,研究了恒星盘的运动学。我们发现,对于我们的模型,诱导的非圆运动对于具有较大螺距角(晚期类型星系中的典型螺旋形)更为突出。此外,在旋律内部,恒星沿着螺旋臂旋转比沿臂间旋转较慢,沿臂间旋转,后者分别转化为RC中的局部最小值或最大值。我们还可以看到,从平面RC来看,旋转的旋转速度更快,而在靠近平面的恒星中,旋转速度会越来越远,并且随着一个看起来更远的平面而减小。与我们的SC Galaxy模型相比,在我们的SA Galaxy模型中,这种趋势更为明显。此外,在先前的工作中,我们发现通过Gaia Dr2揭示的$ V_DACH-R $平面中的对角线脊是由于螺旋臂和酒吧而具有共鸣的起源,并且这些脊在RC中的Wigggles发射了。在这里,我们进一步注意到,这些山脊的发展以及恒星光盘中高轨道偏心的发展是相同的。因此,我们得出的结论是,RC中对颠簸和假发的以下解释是等效的:它们是$ v_Dcartion $平面中对角线脊的表现,或者是轨道偏心盘中圆盘中轨道偏心的重排的表现。
Within Rotation Curves (RC) is encoded the kinematical state of the stellar disc as well as information about the dynamical mechanisms driving the secular evolution of galaxies. To explain the characteristic features of RCs that arise by the influence of spiral patterns and bar, we study the kinematics of the stellar disc in a set of spiral galaxy models specifically tailored for this purpose. We find that, for our models, the induced non-circular motions are more prominent for spirals with larger pitch angle, the ones typical in late type galaxies. Moreover, inside corotation, stars rotate slower along the spiral arms than along the inter-arm, which translates into a local minima or maxima in the RC, respectively. We also see, from off-plane RC, that the rotation is faster for stars that at observed closer to the plane, and diminishes as one looks farther off plane; this trend is more noticeable in our Sa galaxy model than our Sc galaxy model. Additionally, in a previous work we found that the diagonal ridges in the $V_ϕ-R$ plane, revealed through the Gaia DR2, have a resonant origin due to the spiral arms and bar and that these ridges project themselves as wiggles in the RC; here, we further notice that the development of these ridges, and the development of high orbital eccentricities in the stellar disc are the same. Hence, we conclude that, the following explanations of bumps and wiggles in RCs are equivalent: they are manifestations of diagonal ridges in the $V_ϕ-R$ plane, or of the rearrangement of the orbital eccentricities in the stellar disc.