activity
19992012
most citedFast coalescence of massive black hole binaries from mergers of galactic nuclei: implications for low-frequency gravitational-wave astrophysics

181 citations · 912 across the 12 of their papers we have counts for

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6 papers · 1 filter

astro-ph2008★ 82 cited

Binary Black Hole Merger in Galactic Nuclei: Post-Newtonian Simulations

Ingo Berentzen, Miguel Preto, Peter Berczik +2

This paper studies the formation and evolution of binary supermassive black holes (SMBHs) in rotating galactic nuclei, focusing on the role of stellar dynamics. We present the firs…

astro-ph2008★ 15 cited

Merger of Massive Black Holes using N-Body Simulations with Post-Newtonian Corrections

Miguel Preto, Ingo Berentzen, Peter Berczik +2

We present preliminary results from self-consistent, high resolution direct {\it N}-body simulations of massive black hole binaries in mergers of galactic nuclei. The dynamics of t…

astro-ph2008★ 7 cited

Post-Newtonian simulations of super-massive black hole binaries in galactic nuclei

I. Berentzen, M. Preto, P. Berczik +2

We present some preliminary results from recent numerical simulations that model the evolution of super-massive black hole (SMBH) binaries in galactic nuclei. Including the post-Ne…

astro-ph2004★ 85 cited

N-Body Growth of a Bahcall-Wolf Cusp Around a Black Hole

Miguel Preto, David Merritt, Rainer Spurzem

We present a clear N-body realization of the growth of a Bahcall-Wolf f ~ E^0.25 (rho ~ 1/r^1.75) density cusp around a massive object ("black hole") at the center of a stellar sys…

astro-ph2002

Scattering of Stars by Transient Spiral Waves

J. A. Sellwood, Miguel Preto

Transient spiral waves of moderate amplitude cause substantial changes to the angular momenta of many stars in a galaxy disk. Stars near to corotation are affected most strongly: f…

astro-ph1999★ 155 cited

A class of symplectic integrators with adaptive timestep for separable Hamiltonian systems

Miguel Preto, Scott Tremaine

Symplectic integration algorithms are well-suited for long-term integrations of Hamiltonian systems because they preserve the geometric structure of the Hamiltonian flow. However,…