Skip to main content

All Questions

1 vote
1 answer
72 views

Can super heavy elements form inside black holes?

I have read that heavy elements like gold and uranium are formed due to extreme pressure, through a process similar to nuclear fission. I wonder if something like atomic no. 500 or 5000 could form ...
Gopal Kaushik's user avatar
1 vote
0 answers
67 views

Types of singularities

I am confused about the types of singularities. According to my limited knowledge there are two types of singularity. One is space like singularity ( a curvature singularity enclosed within a null ...
zahra's user avatar
  • 21
6 votes
1 answer
262 views

How to find that there is a conical singularity in the BTZ black hole?

Considering a non-rotating and non-charged 2+1 dimensional black hole, known as the BTZ black hole which obtained by adding a negative cosmological constant $\Lambda=-\frac{1}{l^2},l\ne0$ to the ...
Daniel Vainshtein's user avatar
0 votes
1 answer
63 views

Don't Geodesics change due to other geodesics?

So the geodesics that point towards the Earth brings space-time towards the Earth and then back out again, but then the moon has its own geodesics so wouldn't it be kind of like geodesics affecting ...
Roghan Arun's user avatar
  • 1,534
0 votes
1 answer
99 views

Range that the Schwarzschild metric is valid

The Schwarzschild metric is the metric calculated from the field equation outside of the black hole. This condition of region (outside of the matter) was the reason why we could use $T_{\mu\nu}=0$. ...
Zjjorsia's user avatar
  • 311
0 votes
0 answers
62 views

What physical quantity is a black hole singularity refering to and why is it special?

What mathematical term actually shows a "singularity" in a black hole and why is this so special compared to other singularities? It seems super hard to find any concrete formulas about the ...
ldfjglfkgj's user avatar
2 votes
2 answers
136 views

What happens if $ a^2 > M^2 $ in Kerr metric?

(Boyer-Lindquist coordinates and $ c = G =1 $ taken) As I know, line element in Kerr metric $ d s^2 = - \left( 1 - \frac{2Mr}{\rho^2} \right) d t^2 - \frac{4 M a r \sin^2 \theta}{\rho^2} d \phi d t + \...
posfn0319's user avatar
1 vote
2 answers
173 views

How do black holes infinitely bend space-time when the bending is mass dependent and not density dependent?

According to Einstein, mass bends the fabric of space-time. And nothing in the universe has infinite mass to infinitely bend space-time. So how do remnants of supermassive stars, i.e black holes ...
Bhavya Panda's user avatar
0 votes
0 answers
44 views

Black hole singularity [duplicate]

Suppose a cloud of dust of sufficient mass and density collapses to form a black hole. As this mass falls within the event horizon, to an outside observer it enters an area of infinite time dilation. (...
Rich's user avatar
  • 1,045
0 votes
0 answers
110 views

Question about Kerr's recent paper regarding Penrose et al.'s works on gravitational singularities [duplicate]

R. Kerr posted an essay on arxiv recently. Kerr claims: The consensus view for sixty years has been that all black holes have singularities. There is no direct proof of this, only the papers by ...
Daddy Kropotkin's user avatar
-2 votes
1 answer
89 views

Will this hypothetical circular singularity FTL travel warp drive work? [closed]

Not a physicist, but just wanted to know if this would work in theory: Since nothing can practically travel faster than the speed of light (for now until proven otherwise), the only way for ...
notorious-raccoon's user avatar
0 votes
0 answers
71 views

Can the gravitational singularities of black holes be solved by potential or self-energy?

In Newtonian Mechanics, the energy density of gravitational field is negative in comparison with the positive energy density assigned to mass density, meaning that that the total positive energy of ...
Manuel's user avatar
  • 476
34 votes
8 answers
9k views

Why does Roy Kerr claim that the Kerr black hole does not contain a singularity?

In a preprint posted on the arXiv, Roy Kerr claims that there is a widespread misunderstanding related to the singularity inside the black hole that bears his name. Can anyone explain his argument in ...
noir1993's user avatar
  • 2,136
4 votes
0 answers
44 views

Eigenvalues of the geodesic deviation equation, curvature invariants, and singularities

The geodesic deviation equation tells us what tidal forces freely falling observers experience in a local Lorentz reference frame. The tidal deformation tensor is $$E^{\alpha}_{\gamma}=R^{\alpha}_{\...
bkocsis's user avatar
  • 572
0 votes
2 answers
119 views

Why do we defer to GR when describing black holes rather than rely on QM?

This is a broad question but it's well documented that GR and QM are very well tested in their own domains but they conflict around black holes. Picture a neutron star slowly accreting matter until it'...
Daniel Piggott's user avatar

15 30 50 per page
1
2
3 4 5
31