White holes and other universes

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Discussion Overview

The discussion revolves around the concept of white holes and their potential relationship to other universes, as well as the mathematical and physical implications of such entities. Participants explore theoretical aspects, including the nature of white holes in relation to black holes and the validity of certain mathematical models.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants wonder if the idea that a white hole could be home to another universe is a question worth pursuing.
  • One participant argues that while white holes are mathematically consistent solutions of the Einstein Field Equation, they are not considered physically reasonable due to the lack of a formation mechanism.
  • Another participant discusses the limitations of applying Newton's gravitational equations and compares them to the Schwarzschild spacetime, suggesting that the Penrose diagrams presented in the video do not accurately describe real black holes.
  • There is a suggestion that a time-reversed version of the Penrose diagram could represent a white hole, but this would imply unrealistic conditions for the formation of stars from such a white hole.

Areas of Agreement / Disagreement

Participants express differing views on the physical plausibility of white holes, with some asserting that they are not reasonable possibilities while others explore the theoretical implications without reaching a consensus.

Contextual Notes

Participants note that the discussion is limited by the assumptions underlying the mathematical models and the physical realities of black hole formation.

Tio Barnabe
This video by PBS spacetime makes me wonder if one of the things it discusses, namely the possibility that a white hole can be home to another universe, is a worth to pursue question.

Is there any advances in terms of discoveries on this area? What are your personnal opinions about that possibility?
 
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Newton says that the acceleration due to gravity is ##g=GM/r^2##. So the gravitational acceleration at the centre of the Earth ought to be infinite, right? Well, no. That form of Newton's gravity is only strictly correct outside a spherically symmetric mass, and inside the Earth you aren't outside it.

The extension of the Schwarzschild spacetime to include the white hole and "other exterior" regions is similar to treating Newton's ##1/r^2## field as valid everywhere. It's fine maths, and if all of the mass of the Earth were concentrated at a point and Newtonian gravity were accurate in strong fields then it would describe reality. But the mass of the Earth is not a point. Similarly, the maximally extended Schwarzschild spacetime is fine maths, and if a black hole existed forever in an otherwise empty universe then it would describe reality. But black holes form from stars, they aren't eternal. And the universe isn't empty.

So the Penrose diagrams drawn in the video don't describe real black holes. Real black holes only have the right hand diamond and the upper triangle. The boundary with the white hole region isn't a vacuum; there's a star there. Extending the diagram into that region is similar to treating the interior of the Earth like the exterior - not describing reality.

To note: I've just re-read Carroll's lecture notes' chapter on this, but that's the extent of my knowledge.
 
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Tio Barnabe said:
Is there any advances in terms of discoveries on this area?

No. White holes are a mathematically consistent solution of the Einstein Field Equation, but they are not considered physically reasonable, because there is no way for one to be formed. Black holes can form from collapse of a sufficiently massive object like a star; the collapse ends by forming a horizon and then a singularity. But a white hole, as the video says, is the time reverse of that, which means that an object like a star would have to be formed from a singularity and a horizon that happened to exist and be related in exactly the right way. That's not a physically reasonable possibility.
 
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Ibix said:
the Penrose diagrams drawn in the video don't describe real black holes. Real black holes only have the right hand diamond and the upper triangle.

Yes, but mathematically, there can also be a time reversed version of such a diagram, which would have the right hand diamond and a lower triangle, below the diamond instead of above it. That would represent the white hole region--but it also would mean that a star would have to pop out of this white hole, which just happened to have a singularity and a horizon related in exactly the right way to make all that happen. As I noted in my previous post just now, that's not a physically reasonable possibility.
 
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