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首页> 外文期刊>The Astrophysical journal >BAR DIAGNOSTICS IN EDGE-ON SPIRAL GALAXIES. III. N-BODY SIMULATIONS OF DISKS
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BAR DIAGNOSTICS IN EDGE-ON SPIRAL GALAXIES. III. N-BODY SIMULATIONS OF DISKS

机译:边缘螺旋星系中的条形诊断。三,磁盘的N体模拟

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摘要

Present in over 45% of local spirals, boxy and peanut-shaped bulges are generally interpreted as edge-on bars and may represent a key phase in bar evolution. Aiming to test such claims, the kinematic properties of self-consistent three-dimensional N-body simulations of bar-unstable disks are studied. Using Gauss-Hermite polynomials to describe the major-axis stellar kinematics, a number of characteristic bar signatures are identified in edge-on disks: (1) a major-axis light profile with a quasi-exponential central peak and a plateau at moderate radii (Freeman type II profile); (2) a "double-hump" rotation curve; (3) a sometimes flat central velocity dispersion peak with a plateau at moderate radii and occasional local central minimum and secondary peak; and (4) an h_3-V correlation over the projected bar length. All of these kinematic features are spatially correlated and can easily be understood from the orbital structure of barred disks. They thus provide a reliable and easy-to-use tool to identify edge-on bars. Interestingly, they are all produced without dissipation and are increasingly realized to be common in spirals, lending support to bar-driven evolution scenarios for bulge formation. So called "figure-of-eight" position-velocity diagrams are never observed, as expected for realistic orbital configurations. Although not uniquely related to triaxiality, line-of-sight velocity distributions with a high-velocity tail (i.e., an h_3-V correlation) appear as particularly promising tracers of bars. The stellar kinematic features identified grow in strength as the bar evolves and vary only slightly for small inclination variations. Many can be used to trace the bar length. Comparisons with observations are encouraging and support the view that boxy and peanut-shaped bulges are simply thick bars viewed edge-on.
机译:箱形和花生形凸起存在于超过45%的局部螺旋中,通常被解释为边缘条形,可能代表条形演化的关键阶段。为了测试这种说法,研究了杆不稳定盘的自洽三维N体模拟的运动学特性。使用高斯-赫尔姆特多项式描述主轴恒星运动学,在边缘盘上识别出许多特征性的条形特征:(1)主轴光轮廓具有准指数中心峰,并且在中等半径处达到平稳(弗里曼II型档案); (2)“双峰”旋转曲线; (3)中心速度弥散峰有时是平坦的,在中等半径处有一个平稳段,偶有局部中心最小值和次要峰; (4)投影条长度上的h_3-V相关性。所有这些运动学特征在空间上都是相关的,并且可以从禁止盘的轨道结构中轻松理解。因此,它们提供了一种可靠且易于使用的工具来识别边缘钢筋。有趣的是,它们都是无耗散地生产的,并且越来越多地意识到它们在螺旋形中很常见,从而为条形驱动的条形驱动演化场景提供了支持。从未观察到所谓的“八位数”位置-速度图,这是现实轨道配置所期望的。尽管不是唯一地与三轴性相关,但具有高速尾部的视线速度分布(即h_3-V相关性)似乎是特别有希望的条形示踪剂。识别出的恒星运动学特征随着杆的发展而增强,并且对于较小的倾斜度变化仅略有变化。许多可以用来追踪钢筋的长度。与观测值的比较令人鼓舞,并支持以下观点:四角形和花生形凸起只是从侧面观察的粗条。

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