University of Birmingham > Talks@bham > Astrophysics Seminars > A new paradigm to black-hole spin precession

## A new paradigm to black-hole spin precessionAdd to your list(s) Download to your calendar using vCal - Davide Gerosa (University of Cambridge)
- Wednesday 24 February 2016, 14:30-15:30
- Physics West 117.
If you have a question about this talk, please contact Sean McGee. The dynamics of precessing black-hole binaries in the post-Newtonian regime is deeply characterized by a timescale hierarchy: the orbital timescale is very short compared to the spin- precession timescale which, in turn, is much shorter than the radiation-reaction timescale on which the orbit is shrinking due to gravitational-wave emission. The binary dynamics is typically studied in an orbit-averaged fashion: one only cares about the orbit itself, not the instantaneous position of each black hole. Here we also average over the precessional time, thus considering the precessional cones “as a whole”, without tracking the spin’s secular motion. These solutions improve our understanding of spin precession in much the same way that the conical sections for Keplerian orbits provide additional insights beyond Newton’s 1/r^2 law. Double averaging leads to impressive computational speed-up: post-Newtonian inspirals can now be computed from arbitrarily large separations, thus bridging the gap between astrophysics and numerical relativity. We also present the discovery of a new dynamical instability in binary black holes with aligned spins. The onset of the instability lies in the sensitivity windows of future detectors LIGO /Virgo and eLISA, thus predicting binaries that start precessing while being observed. More on arXiv 1411.0674 and 1506.09116 (PRL). This talk is part of the Astrophysics Seminars series. ## This talk is included in these lists:Note that ex-directory lists are not shown. |
## Other listsBiosciences seminars Computer Security Seminars Cold Atoms## Other talksThe imprint of their explosions: Using supernova remnants to understand stellar death Discrete models of cellular mechanics The highwater algebra |