A unified framework for the orbital structure of bars and triaxial ellipsoids
Monica Valluri (U. Michigan), Juntai Shen (Shanghai Astronomical, Observatory), Caleb G. Abbott (U. Michigan), Victor P. Debattista (U., Central Lancashire)

TL;DR
This paper analyzes the orbital structure of bars and triaxial ellipsoids using simulations, classifies orbits with a new automated method, and explores how a central black hole influences orbit dynamics, with implications for SMBH mass measurements.
Contribution
It introduces a new automated orbit classification method based on frequency analysis and studies the effects of SMBH growth on bar orbits in self-consistent simulations.
Findings
Most bar orbits are similar to box orbits with little net angular momentum.
A small fraction (~7%) are long axis tubes behaving like those in triaxial ellipsoids.
Growth of SMBH transforms some orbits into precessing Keplerian orbits.
Abstract
We examine a large random sample of orbits in self-consistent simulations of N-body bars. Orbits in the bars are classified both visually and with a new automated orbit classification method based on frequency analysis. The well known prograde x1 orbit family originates from the same parent orbit as the box orbits in stationary and rotating triaxial ellipsoids. However only a small fraction of bar orbits ~4% have predominately prograde motion like their periodic parent orbit. Most bar orbits arising from the x1 orbit have little net angular momentum in the bar frame making them equivalent to box orbits in rotating triaxial potentials. A small fraction of bar orbits (~7%) are long axis tubes that behave exactly like those in triaxial ellipsoids:they are tipped about the intermediate-axis due to the Coriolis force, with the sense of tipping determined by the sign of their angular momentum…
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