Self-consistent Dynamical and Chaotic Tides in the REBOUNDx framework
arXiv:2601.04315 · doi:10.3847/1538-4357/adefe7
Abstract
At high eccentricities, tidal forcing excites vibrational modes within orbiting bodies known as dynamical tides. In this paper, we implement the coupled evolution of these modes with the body's orbit in the \texttt{REBOUNDx} framework, an extension to the popular -body integrator \texttt{REBOUND}. We provide a variety of test cases relevant to exoplanet dynamics and demonstrate overall agreement with prior studies of dynamical tides in the secular regime. Our implementation is readily applied to various high-eccentricity scenarios and allows for fast and accurate -body investigations of astrophysical systems for which dynamical tides are relevant.
10 pages, 7 figures, published in ApJ 974 (2), 207
References in corpus (7)
- Suppression of extreme orbital evolution in triple systems with short range forces
- Steady-state planet migration by the Kozai-Lidov mechanism in stellar binaries
- Chaotic Tides in Migrating Gas Giants: Forming Hot and Transient Warm Jupiters via High-Eccentricity Migration
- Formation of Hot Jupiters through Secular Chaos and Dynamical Tides
- Impact of Dynamical Tides on the Reconstruction of the Neutron Star Equation of State
- Self-Consistent Spin, Tidal and Dynamical Equations of Motion in the REBOUNDx Framework
- TRACE: a code for Time-Reversible Astrophysical Close Encounters