3 ms·
The article mentions why this is important but doesn't really explain the details. We don't have an equation of state [1] for neutron stars. Part of the reason
by jmyeet 4y ago
The article mentions why this is important but doesn't really explain the details.
We don't have an equation of state [1] for neutron stars. Part of the reason why is that neutron stars are incredibly complex. You have fluid dynamics. Because matter is so dense you likely have neotronium and probably weird states and interactions with quarks.
Contrast this with black holes. Black holes can be perfectly described with 3 properties, only 2 of which are really relevant. The two relevant ones are spin and mass. The less relevant one is electric charge. Why is it less relevant? Because if the charge is too high then it can't be a black hole.
Because of this we can calculate how large black holes can be, figure out the fastest that they can grow (ie by sucking matter from the accretion disk; there's an uppper bound to that), etc.
So we have a rough guess on the range of masses neutron stars can be but we observation is really our only tool here. This is why examples outside of our estimated range are important.
[1]: https://en.wikipedia.org/wiki/Equation_of_state https://en.wikipedia.org/wiki/Equation_of_state
- dfee 4y agoI’d never heard that there’s an upper limit to the size of a black hole. What is supposed to happen when it approaches this limit?
- Thiez 4y agoAs far as I am aware there is no theoretical limit that they cannot surpass, but of course they are limited in practice by the available mass, and how fast they can consume that mass; a lot of mass ends up orbiting, instead of falling into the black hole. So black holes such as the one mentioned in the article are expected to be rare.
- sebzim4500 4y agoOnce they reach a certain size the stars in the closest stable orbit are no longer ripped apart by tidal forces, which means that they do not grow significantly beyond this.