Escape dynamics and fractal basin boundaries in Seyfert galaxies
Euaggelos E. Zotos

TL;DR
This study investigates the escape dynamics of stars in Seyfert galaxies using a gravitational model, revealing fractal basin boundaries and energy-dependent escape behaviors, with implications for understanding spiral structure formation.
Contribution
The paper introduces a detailed numerical analysis of escape basins and fractal boundaries in a Seyfert galaxy model, linking escape properties to energy levels and galaxy structure.
Findings
Escape basins exhibit fractal boundaries across energy regimes.
Higher energy levels lead to faster and more immediate escapes.
The model can simulate the formation of spiral structures in Seyfert galaxies.
Abstract
The escape dynamics in a simple analytical gravitational model which describes the motion of stars in a Seyfert galaxy is investigated in detail. We conduct a thorough numerical analysis distinguishing between regular and chaotic orbits as well as between trapped and escaping orbits, considering only unbounded motion for several energy levels. In order to distinguish safely and with certainty between ordered and chaotic motion, we apply the Smaller ALingment Index (SALI) method. It is of particular interest to locate the escape basins through the openings around the collinear Lagrangian points and and relate them with the corresponding spatial distribution of the escape times of the orbits. Our exploration takes place both in the physical and in the phase space in order to elucidate the escape process as well as the overall orbital properties of the…
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