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3 votes
1 answer
71 views

How to Understand Negative Energy in the Ergoregion?

I am trying to understand the Penrose process and having trouble explaining negative energy in the ergoregion. How I interpret it is: Energy is the dot product between the four momentum of the object ...
Gene's user avatar
  • 63
4 votes
0 answers
58 views

Can wormhole inside a black hole become an escape?

I did not major in Physics so not sure if this is a proper question; but according to some Google search there do exist papers discussing wormhole inside black hole like this, which I am not able to ...
Luke Lee's user avatar
  • 141
21 votes
5 answers
3k views

Does an object approaching a black hole ever cross the combined event horizon of the black hole and itself?

Once you start studying black holes, one of the first things you'll probably hear is that from an outsider's perspective objects falling into the black hole take an infinite time to do so due to time ...
Giorgos G's user avatar
  • 356
1 vote
2 answers
103 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
1 answer
108 views

Carter-Robinson Theorem

There are uniqueness theorems that classify Black holes according to its mass, angular momentum and charge. One of the theorem is Carter-Robinson theorem which has many assumptions and then it says ...
Talha Ahmed's user avatar
1 vote
0 answers
83 views

What is the meaning to the switch $dt^2\to-dt^2$ and $dr^2\to-dr^2$ in the Schwarzschild metric?

What is the meaning of the change $dt^2\to-dt^2$ and $dr^2\to-dr^2$ in the Schwarzschild metric, leading to: $$g=-c^{2}d\tau^{2}=(1-\frac{2GM}{c^{2}r})c^{2}dt^{2}-(1-\frac{2GM}{c^{2}r})^{-1}dr^{2}+r^{...
Manuel's user avatar
  • 466
2 votes
2 answers
159 views

If I were to drop my phone into a black hole, would I be able to catch it?

Say, for the sake of argument, I am outside the event horizon of a black hole and accidentally drop my phone (or some other object) into the hole. If I were to enter the black hole, would I ever be ...
guninvalid's user avatar
1 vote
1 answer
168 views

Does a geodesic exist that will take someone across the event horizon?

I saw the movie "Interstellar" a few years back, and was amazed that Cooper was able to fall from 1 AU into a black hole before his daughter turned 110. Intuitively, I would think that there ...
The Shepard's user avatar
0 votes
2 answers
110 views

Light-like vector in Schwarzschild metric

If I shoot a light ray radially, assuming the Schwarzschild metric, what vector would I plug in to the metric tensor to get a relationship between the $t$ and $r$ coordinates? That is what vector do I ...
Shaashaank's user avatar
2 votes
2 answers
167 views

Can a body escape a black hole by being thrusted? [duplicate]

I am told many time that nothing can escape black-hole because black-holes escape velocity is more than speed of light. But we know object don't necessarily have to exceed speed of light to escape a ...
Zeesan's user avatar
  • 41
2 votes
3 answers
118 views

What is the radius of a black hole? [duplicate]

I know the formula for the event horizon is $$R_s = 2GM/c^2.$$ At this distance the escape velocity equals the speed of light so nothing can escape from a black hole from this distance or less. But ...
John Hobson's user avatar
4 votes
0 answers
84 views

Conformal Diagram for Astrophysical Black Hole

I have a question about the conformal diagram of an ‘astrophysical’ black hole which forms in finite time (but with no evaporation). Usually I see the conformal diagram presented as something similar ...
Liam Bonds's user avatar
3 votes
2 answers
95 views

Influence of Schwarzschild radius and event horizon of ordinary objects

As far as I know, every body (with mass) has a Schwarzschild radius and therefore an event horizon. Thus, take an orange with radius $R$ and mass $M$ for example, then the Schwarzschild radius is ...
T-Dust's user avatar
  • 41
0 votes
0 answers
23 views

Is it possible for a black hole singularity to interact gravitationally with other celestial bodies (if we analyze it using the concept of gravitons)? [duplicate]

It is known to all that the travelling speed of gravitons (the propagation speed of gravitational field) is not instant. So for black holes, the gravitons (the gravitational field) generated by the ...
Xinghong Wang's user avatar
2 votes
1 answer
98 views

How much time does it take for the gravitons generated by a black hole singularity to travel before exerting gravity forces on other celestial bodies?

It is known to all that the travelling speed of gravitons (the propagation speed of gravitational field) is not instant. So for black holes, the gravitons (the gravitational field) generated by the ...
Xinghong Wang's user avatar

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