Dynamics of thick, open spirals in Perlas potentials
arXiv:1812.04068 · doi:10.3847/1538-4357/aaf6a6
Abstract
The PERLAS potential has been successfully used in many studies related with the dynamics of the spiral arms \textit{on} the equatorial plane of normal (non-barred) spiral galaxies. In the present work we extend these studies by investigating the three-dimensional dynamics of the spiral arms in the same type of potential. We consider a typical open, logarithmic, spiral pattern of pitch angle 25 and we examine the stellar orbits that can support it as the ratio of the masses of the spiral over the disk component () varies. We indicate the families of `three-dimensional' periodic orbits that act as the backbone of the spiral structure and we discuss their stability in the models we present. We study further the quasi-periodic and non-periodic orbits in general that follow spiral-supporting orbits as the ratio increases. We find that a bisymmetric spiral with 25 pitch angle is better supported by orbits in models with . In these cases a strong spiral pattern is supported between the radial 2:1 and 4:1 resonances, while local enhancements of the imposed spirals are encountered in some models between 4:1 and corotation. A characteristic bar-like structure is observed in all models at radii smaller than the radius of the 2:1 resonance.
19 pages, 23 figures, accepted for publication in The Astrophysical Journal
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