Let's say you have a 10 solar mass BH and dump 10 solar masses of antimatter into the BH... What would happen?

Would I have a 20 solar mass BH? Would the BH explode Do we even understand what would happen to antimatter in the BH?


3 Answers 3


We have experimental evidence that antiparticles have positive inertial mass. We have no experimental evidence regarding the gravitational mass of antiparticles, because we can’t find or create enough antimatter to measure its gravity. However, I believe most physicists would be extremely surprised if antimatter had antigravity, as there is no reason why it should, and it would violate the equivalence principle. So the answer is almost certainly that you would simply have a 20 solar mass black hole.

  • $\begingroup$ If antimatter had "negative gravity", how would it gravitationally interact with normal matter? I'm sure we can tell for example that antimatter falls towards the earth. $\endgroup$ May 2, 2019 at 4:12
  • $\begingroup$ @aquirdturtle Can we tell that (empirically)? While it's certainly true, the amount of antimatter we can generate is so small that the effect of gravity on them would be negligible. It's not like we can put it in a vacuum and see if it falls. $\endgroup$
    – forest
    May 2, 2019 at 4:24
  • $\begingroup$ @forest Of course we can! We can even trap and detect antimatter atoms in vacuum for minutes at a time in magnetic traps. nature.com/articles/nphys2025. I haven't combed through the literature of these experiments enough to see if they've literally dropped the antimatter or if anyone specifically reported that "antimatter falls", but it seems likely that this has been tested. $\endgroup$ May 2, 2019 at 4:49
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    $\begingroup$ @aquirdturtle It's not a very easy experiment and we are still working on it. A previous experiment in 2013 only gave a very loose constraint. $\endgroup$
    – Graipher
    May 2, 2019 at 6:19
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    $\begingroup$ @Graipher If that result is ever wittled down to an interval not containing 1g downwards accelration, at least we will have disproven the equivalence principles that general relativity builds on. It's impressive that they manage to measure it at all, and I'm sure the methods are grounbdbreaking. The result itself, however, seems, to me as an amateur, somewhat useless because of the comedically sized error bars. $\endgroup$
    – Arthur
    May 2, 2019 at 7:14

Let's say you have a 10 solar mass BH and dump 10 solar masses of antimatter into the BH... What would happen?

This depends, like most things in relativity, on where the observer is.

First note that it makes no difference whether it's energy or matter (just a form of energy) inside the event horizon - it will stay inside the event horizon from the point of view of an observer outside the horizon.

As far as we know antimatter is, for the purposes of gravitation, the same as matter. There is no "anti-gravity" effect if you're thinking that. So the anti-matter and matter "attract" each other (although that's not quite how general relativity describes it formally).

Also, although we talk about mass resulting in the gravitational field, it's more accurate to say that any form of energy contributes to the gravitational field. So it's really a case of how much energy is inside the event horizon that defines it's size. Adding more mass or converting mass to energy makes no difference in this sense. More energy of any form increases the size of the event horizon (with some details in the case of charged particles and extra angular momentum).

So from the observer outside all that happens is that the event horizon gets bigger by the equivalent effect of 10 solar masses.

If you are an observer traveling with the antimatter, then you see the antimatter pass across the event horizon and continue falling into the black hole. If it encounters matter it will annihilate some of the antimatter. However once past the event horizon the energy or particles from that annihilation will not leave the black hole. It will in principle fall to the singularity at which point it doesn't matter what form of energy it is.

Would I have a 20 solar mass BH ?


In practical terms that much mass-energy dumped into a black hole quickly would certainly result in the release of gravitational waves that would "use up" up some of that energy, possibly a substantial part of that mass-energy.

Would the BH explode ?


You can't break these things as far as we know.

Do we even understand what would happen to antimatter in the BH?

Whatever could happen it outside, could happen inside. The energy equivalent will remain inside and someone on the outside can never know what happened it - that's essentially what an event horizon is : events on one side are not knowable by someone on the other side.

  • $\begingroup$ So the antimatter does not annihilate any of the singularity? $\endgroup$
    – Rick
    May 2, 2019 at 1:41
  • $\begingroup$ In practical terms we don't actually know if a singularity exists. The model (GR) that predicts singularities is describing a rather abstract "ideal" and does not include any quantum effects (and we have no complete theory describing the universe under such extreme conditions as "near singularity" ). Some form of annihilation is possible, but the energy-mass will still be inside the event horizon, which is all that matters as far as the existence of the black hole (event horizon) is concerned. $\endgroup$ May 2, 2019 at 1:50
  • $\begingroup$ "You can't break these things as far as we know". Yes, you can, you just need to wait long enough for Hawking radiation to cause the black hole to evaporate. $\endgroup$
    – nick012000
    May 2, 2019 at 3:59
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    $\begingroup$ @nick012000 I think that qualifies as normal wear and tear (or possibly what is nowadays called "planned obsolescence"), not a break. :-) $\endgroup$ May 2, 2019 at 4:12
  • $\begingroup$ @Rick In standard GR, a singularity isn't an object made of stuff. Ben Crowell says "A singularity in GR is like a piece that has been cut out of the manifold. It's not a point or point-set at all". A quantum gravity theory may give us a different model of what happens at the core of a BH, but even so, there's simply not enough room there for normal fermionic matter (or antimatter). Classical GR is very likely correct down to the size of a proton or smaller, and you can't fit 10 solar masses of fermions into a region smaller than a proton! $\endgroup$
    – PM 2Ring
    May 2, 2019 at 8:44

As the others have answered, our present theories say that you would end up with a double sized black hole.

One way of looking at it is the following:

Suppose the original matter still exists in the singularity. It probably doesn't, but just suppose that it does.

And you drop anti-matter on it and it annihilates. What happens during annihilation isn't that the matter and anti-matter just disappears, instead both gets converted into radiation.

And now the important point: That radiation cannot escape the singularity! It is still stuck. It still has the same mass as the matter and anti-matter it was created from.

From outside the black hole it will be impossible to know if the singularity consists of matter, anti-matter or radiation, the total mass is all that counts.

(This thought experiment is probably invalid in that the singularity doesn't remember what it was made from)


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