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The Formation of Disk-Bulge-Halo Systems and the Origin of the Hubble Sequence

机译:圆盘凸起晕圈系统的形成和哈勃序列的起源

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We investigate the formation of disk-bulge-halo systems by including bulges in the Fall & Efstathiou theory of disk formation. This allows an investigation of bulge-dominated disk galaxies, such as S0's and disky ellipticals. These latter systems, which consist of an elliptical spheroid with an embedded disk with a scale length of typically a few hundred parsecs, seem to form a smooth sequence with spirals and S0's toward a lower disk-to-bulge ratio. The aim of this paper is to examine whether spirals, S0's, and disky ellipticals all can be incorporated in one simple galaxy-formation scenario. We investigate an inside-out formation scenario in which subsequent layers of gas cool and form stars inside a virialized dark halo. The inner, low angular momentum material is assumed to form the bulge. Stability arguments are used to suggest that this bulge formation is a self-regulating process in which the bulge grows until it is massive enough to allow the remaining gas to form a stable disk component. We assume that the baryons that build the disk do not lose their specific angular momentum, and we search for the parameters and physical processes that determine the disk-to-bulge ratio and therewith explain to a large extent the origin of the Hubble sequence. The spread in halo angular momenta coupled with a spread in the formation redshifts can explain the observed spread in disk properties and disk-to-bulge ratios from spirals to S0's. If galaxy formation is efficient, and all available baryons are transformed into the disk-bulge system, cosmologies with Ω0 0.3 can be excluded since stable spiral disks would not be allowed to form. If we assume, however, that the efficiency with which galaxies form depends on the formation redshift, as suggested by the small amount of scatter in the observed Tully-Fisher relation, and we assume that the probability for a certain baryon ultimately to end up in the disk or bulge is independent of its specific angular momentum, spirals are allowed to form, but only at small formation redshifts (z 1). At higher formation redshifts, stability arguments suggest the formation of systems with smaller disk-to-bulge ratios, such as S0's. Since density perturbations in clusters will generally collapse earlier than those in the field, this scenario naturally predicts a density-morphology relation, the amplitude of which depends on the baryon fraction of the universe. Disky ellipticals are too compact to be incorporated in this scenario, and thus they do not form a continuous sequence with spirals and S0's, at least not in the sense of the galaxy-formation scenario envisioned in this paper. Alternative formation scenarios for the disky ellipticals, such as gas-rich mergers or an internal mass-loss origin for the embedded disks, are much more viable.
机译:我们通过在磁盘形成的Fall&Efstathiou理论中包括凸出部分来研究磁盘凸出晕环系统的形成。这样可以研究以凸起为主的圆盘星系,例如S0和圆盘椭圆形。后一种系统由椭圆形球体和嵌入的磁盘组成,其标称长度通常为几百个视差,似乎形成了一个平滑的序列,其螺旋和S0朝向较低的磁盘凸出比。本文的目的是研究是否可以将螺旋形,S0形和盘形椭圆形全部合并到一个简单的星系形成场景中。我们研究了一种由内而外的形成方案,在这种方案中,随后的气体层冷却并在虚拟化的黑暗晕圈内形成恒星。假定内部低角动量材料形成凸起。稳定性论点用来表明这种隆起是一个自我调节的过程,在这种过程中,隆起一直增长到足够大,足以让剩余的气体形成稳定的磁盘成分。我们假设构建磁盘的重子不会失去其特定的角动量,并且我们搜索确定磁盘与凸出比率的参数和物理过程,从而在很大程度上解释了哈勃序列的起源。晕角动量的展布与地层红移的展布可以解释所观测到的盘特性以及从螺线到S0的盘凸比之差。如果星系形成有效,并且所有可用的重子都转换为圆盘凸出系统,则可以排除Ω00.3的宇宙学,因为不允许形成稳定的螺旋圆盘。但是,如果我们假设星系形成的效率取决于形成的红移,这是由观察到的塔利-菲舍尔关系中的少量散射所暗示的,并且我们假设某重子最终出现的概率为圆盘或隆起不依赖于其特定的角动量,允许形成螺旋,但仅在小地层红移(z 1)时形成。在较高的编队红移下,稳定性论点建议以较小的磁盘凸出比率(例如S0)形成系统。由于团簇中的密度扰动通常比野外的扰动更早崩溃,因此这种情况自然可以预测出密度与形态的关系,其关系取决于宇宙的重子分数。盘状椭圆形太紧凑而无法在这种情况下合并,因此它们不会形成具有螺旋和S0的连续序列,至少在本文设想的星系形成情况下不是这样。盘状椭圆形的替代形成方案(例如富含气体的合并或嵌入式盘的内部质量损失源)更加可行。

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