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Galaxy Zoo and SPARCFIRE:constraints on spiral arm formation mechanisms from spiral arm number and pitch angles

机译:Galaxy Zoo和spaRCFIRE:螺旋臂数和俯仰角对螺旋臂形成机制的限制

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摘要

In this paper we study the morphological properties of spiral galaxies, including measurements of spiral arm number and pitch angle. Using Galaxy Zoo 2, a stellar mass-complete sample of 6,222 SDSS spiral galaxies is selected. We use the machine vision algorithm SpArcFiRe to identify spiral arm features and measure their associated geometries. A support vector machine classifier is employed to identify reliable spiral features, with which we are able to estimate pitch angles for half of our sample. We use these machine measurements to calibrate visual estimates of arm tightness, and hence estimate pitch angles for our entire sample. The properties of spiral arms are compared with respect to various galaxy properties. The star formation properties of galaxies vary significantly with arm number, but not pitch angle. We find that galaxies hosting strong bars have spiral arms substantially ($4-6^mathrm{o}$) looser than unbarred galaxies. Accounting for this, spiral arms associated with many-arm structures are looser (by 2$^mathrm{o}$) than those in two-arm galaxies. In contrast to this average trend, galaxies with greater bulge-to-total stellar mass ratios display both fewer and looser spiral arms. This effect is primarily driven by the galaxy disc, such that galaxies with more massive discs contain more spiral arms with tighter pitch angles. This implies that galaxy central mass concentration is not the dominant cause of pitch angle and arm number variations between galaxies, which in turn suggests that not all spiral arms are governed by classical density waves or modal theories.
机译:本文研究了旋涡星系的形态学特性,包括旋臂数和俯仰角的测量。使用银河动物园2,选择了6,222个SDSS螺旋星系的恒星质量完整样本。我们使用机器视觉算法SpArcFiRe来识别螺旋臂特征并测量其关联的几何形状。支持向量机分类器用于识别可靠的螺旋特征,通过这些特征我们可以估算一半样本的俯仰角。我们使用这些机器测量值来校准视觉对手臂紧绷度的估计,从而估计整个样本的俯仰角。相对于各种星系特性,比较了旋臂的特性。星系的恒星形成特性随臂数而变化很大,但俯仰角却没有变化。我们发现承载强条的星系的旋臂比未禁止的星系的旋臂要大得多($ 4-6 ^ mathrm {o} $)。考虑到这一点,与多臂结构相关联的螺旋臂比两臂星系中的螺旋臂要松动(减少2 $ ^ mathrm {o} $)。与平均趋势相反,星状质量与总质量之比更大的星系显示出的旋臂更少且更松。这种影响主要是由星系盘驱动的,因此,具有更大质量盘的星系包含更多具有更紧密俯仰角的螺旋臂。这表明,星系中心质量集中不是星系之间俯仰角和臂数变化的主要原因,这反过来表明并非所有螺旋臂都受经典密度波或模态理论支配。

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