How Did the Big Bang Happen If the Speed of Light Is a Limit?

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Discussion Overview

The discussion revolves around the implications of the speed of light as a limit in the context of the Big Bang and the expansion of the universe. Participants explore how these concepts relate to General Relativity and the nature of space-time, addressing both theoretical and conceptual aspects.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • Some participants question how the Big Bang could occur if the speed of light is a maximum speed limit, suggesting that expansion should be constrained by this limit.
  • Others argue that the speed of light constrains movement within space, not the expansion of space itself, indicating that the expansion can exceed the speed of light.
  • A participant explains that in General Relativity, the speed of light is a local limit, and the curvature of space-time complicates the notion of speed for distant objects.
  • Some contributions mention that recession velocities due to the changing geometry of space-time are not limited to the speed of light.
  • There are discussions about the implications of the universe's expansion on daily life physics and whether it has any measurable effect compared to local gravitational forces.
  • One participant notes that the expansion of the universe cannot be directly compared to the speed of light due to their different dimensional properties.
  • Some participants highlight that the effects of cosmic expansion are negligible in the context of gravitationally-bound systems, with one noting that dark energy's influence is too small to detect.

Areas of Agreement / Disagreement

Participants express multiple competing views regarding the relationship between the speed of light, the expansion of the universe, and the implications for General Relativity. The discussion remains unresolved, with no consensus reached on the interpretations of these concepts.

Contextual Notes

Participants acknowledge the complexity of defining speed in curved space-time and the limitations of applying special relativity to distant objects. The discussion also touches on the challenges of measuring the effects of cosmic expansion against local gravitational influences.

Gondur
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Hello,
If the speed of light is the maximum speed limit in our universe, how was the big bang event possible because surely the expansion would have been constrained by the speed of light?
 
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Gondur said:
Hello,
If the speed of light is the maximum speed limit in our universe, how was the big bang event possible because surely the expansion would have been constrained by the speed of light?
No, the speed of light constrains how fast things can move IN space. It does not constrain how fast space can move. This is discussed in hundreds of threads here on PF. I suggest a forum search, or just do some basic reading in cosmology.
 
Moderator's note: Thread moved to the Cosmology forum.
 
Gondur said:
Hello,
If the speed of light is the maximum speed limit in our universe, how was the big bang event possible because surely the expansion would have been constrained by the speed of light?
Short answer: in General Relativity, the speed of light limit is a local limit. It means that nothing can outrun a light ray.

Basically, the curvature of space-time is complicated and mucks up the notion of far-away speed enough that there's no such thing as a speed limit for a far-away object, except that that object can't outrun a light ray in its vicinity.
 
phinds said:
No, the speed of light constrains how fast things can move IN space. It does not constrain how fast space can move. This is discussed in hundreds of threads here on PF. I suggest a forum search, or just do some basic reading in cosmology.
And by the way @Gondur I wrote that reply rather hurriedly. It's really not correct to say "how fast space can move" since space doesn't really move. Space is just geometry. A more appropriate way to say it is that recession velocities due to changing geometry of spacetime are not constrained to c.
 
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In inflation of universe (distance between us and a galaxy far far away) / (Universal time) is proportional to distance that seems to have no upper limit, so this "speed" does not have an upper limit. It seems like a natural "warp" in sci.-fi. to me.

Multiplying Hubble time = 4.55E17 second by c, such receding speed reaches c at distance D=1.37E26 m, "warp 1".
 
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Gondur said:
Hello,
If the speed of light is the maximum speed limit in our universe, how was the big bang event possible because surely the expansion would have been constrained by the speed of light?
The expansion of the universe cannot be constrained by c anyway. The expansion of the universe has dimensions of 1/T and c has dimensions of L/T. You cannot compare the two so there is no way to say that the universe is expanding faster or slower than c.
 
sweet springs said:
In inflation of universe (distance between us and a galaxy far far away) / (Universal time) is proportional to distance that seems to have no upper limit, so this "speed" does not have an upper limit. It seems like a natural "warp" in sci.-fi. to me.
Kind of a pointless warp drive since you can't use it to actually go anywhere.

In a region of the universe which currently has a recession velocity of ##2c##, everything in that region has approximately the same recession velocity. It doesn't help a civilization there get from one galaxy to another.

As I stated above, in curved space-time, the speed of light limit is local only. The curvature of space-time itself mucks up the very definition of speed for far-away objects. It's like describing how quickly a car far away on the Earth is moving relative to you: the velocity you pick depends upon a choice of path between yourself and the car. That path is arbitrary: no one path is any better a choice than another. Different path choices will be useful in different contexts. In the human context, we usually use the path the car will actually drive, meaning that a car that is to the East of you might be considered to be moving towards you even if it is also facing East (e.g. if it's traveling towards a freeway on-ramp).

Recession velocities are like that. There are lots of ways of defining how quickly a far-away galaxy is moving compared to us. That very fact makes it impossible for General Relativity to impose a speed limit for far-away objects. The limit is only local.
 
kimbyd said:
The limit is only local.
Thanks. Well, there is no clear border between local and universal. I would like to know how much or small in quantity does this receding universe affect to our daily life physics represented by special relativity or maximum "speed" of c, I assume.
 
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sweet springs said:
Thanks. Well, there is no clear border between local and universal. I would like to know how much or small in quantity does this receding universe affect to our daily life physics represented by special relativity or maximum "speed" of c, I assume.
The expansion of the universe is not a speed so it cannot be limited by c.
 
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  • #11
sweet springs said:
Thanks. Well, there is no clear border between local and universal. I would like to know how much or small in quantity does this receding universe affect to our daily life physics represented by special relativity or maximum "speed" of c, I assume.
No effect at all.

If you want to be pedantic about it, relative speed is only well-defined for objects at the exact same location. You can extend that out some distance by approximating space-time as flat. In a flat space-time, the speed of light limit is universal, so to the extent you can approximate the local space-time to be flat, you can define relative velocities between objects at different locations.

Once that flat space-time approximation starts to break down, so does the ability to uniquely define relative velocity at a distance. How far away you have to be for it to break down depends critically upon the specific geometry of space-time.
 
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  • #12
Thanks a lot.

Another point view I had is that expanding universe effect is much much smaller than nearby gravity from the Earth, the Sun, the stars and the galaxy and so on. We cannot pick such a small and background effect up from these big noise disturbance.
 
  • #13
sweet springs said:
Thanks a lot.

Another point view I had is that expanding universe effect is much much smaller than nearby gravity from the Earth, the Sun, the stars and the galaxy and so on. We cannot pick such a small and background effect up from these big noise disturbance.
As discussed elsewhere, the effect of the expansion on gravitationally-bound systems is literally zero. There is a small effect from dark energy, but it's too small to be detectable.
 
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  • #14
Thread closed since the OP question has been answered and no further value is being added.
 

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