Black Hole Mergers Test the Limits of General Relativity

General relativity stands as one of the bedrock theories in modern physics.

Its strange view of relative time and space has beenconfirmed by countless experimental and observational tests,fromrotational frame draggingto theradiation of gravitational waves.But there is reason to believe that it is not the final say on the nature of space and time. One of the big reasons for this is that general relativity breaks down on the scale of the very tiny.

The world of atoms and molecules is a quantum one, but general relativity is a classical theory.

What we need is a quantum theory of gravity.

There are plenty of proposed models for quantum gravity, but they often assume alternative models of gravity.

Theories that give the same results as GR for weak gravitational interactions but that deviate from GR in strong gravitational fields.

The predictions of these alternative models have been untestable with current observations.

But that's starting to change, as a recent set of papers shows. The three papers look at data from the 4th run of the LIGO–Virgo–KAGRA detections of black hole mergers, which is the latest and most advanced set of observations.

The first paper looks at the overall comparison of the data with general relativity to see if GR is consistent with the data.

The second looks at what are known as post-Newtonian parameters, which is a way to look for deviations from GR.

The third paper looks specifically at the "ringdown" data as the newly merged black hole settles down into its new stable state. As you might expect, all the results support general relativity.

The first work found that within the limits of observation, GR is a solid fit.

There is no need for an alternative model.

There are alternative gravitational models thatalsofit the data, but we have no reason to assume they are correct. The second paper further constrained alternative models.

In the post-Newtonian approach, you look at how observations deviate from Newtonian gravity by tweaking a set of parameters.

The more parameters you can fit to the data, the more precise your model is.

The merger data is precise enough to look at the dipole and quadrupole parameters and found no deviation from GR.

This means that any alternative model that predicts, for example, a quadrupole deviation is ruled out. Interestingly, since post-Newtonian approximations of gravity can be quantized, this second paper also gives a new experimental bound on the mass of gravitons.