High Precision Integrator for Black Hole Dynamics

Computer Science – Performance

Scientific paper

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Scientific paper

Over the last decades, due to increasing performance of computer systems, a large number of highly effective integrators for dynamical systems have been developed for different purposes. Among those are integrators for multi-particle systems such as star clusters (e.g., Aarseth 1999), and for highly accurate long-term integration of planetary systems, where relatively few particles move on nearly circular orbits. However, capabilities of currently available integrators are limited when it comes to multi-particle systems with a massive central particle. In this work, I am investigating integrators combining the advantages of available integrators, such as highly accurate long-term integration of Keplerian orbits and adaptive timesteps allowing for efficient integration of perturbations. This can be useful for fully collisional simulations of stellar systems comprising a massive black hole, e. g. the galactic centre.

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