Violation of Universal Speed Limit

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SUMMARY

The discussion centers on the implications of the universe's accelerating expansion and its relationship with Einstein's postulate that the speed of light (c) is the universal speed limit. Participants clarify that recession speeds of distant galaxies can exceed the speed of light, which is not forbidden by Special Relativity. They reference a Scientific American article by Charles Lineweaver and Tamara Davis that addresses common misconceptions about superluminal recession speeds. The consensus in mainstream cosmology supports understanding these phenomena through established theories rather than fringe concepts.

PREREQUISITES
  • Understanding of Hubble's Law and its implications for cosmic expansion
  • Familiarity with Special Relativity and its principles
  • Basic knowledge of General Relativity and curved spacetime
  • Awareness of mainstream cosmological theories and their consensus
NEXT STEPS
  • Read the Scientific American article by Charles Lineweaver and Tamara Davis on superluminal recession speeds
  • Explore the recession speed calculator to visualize cosmic expansion
  • Study the implications of General Relativity on cosmological models
  • Engage in discussions on mainstream vs. fringe cosmological theories
USEFUL FOR

Astronomers, physicists, and students of cosmology seeking to deepen their understanding of the universe's expansion and the nature of light speed limitations.

Hybird
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We all accept that the universe is expanding and that expansion is accelerating. So what exactly are the speeds of those far off galaxies with respect to an Earth observer. And if the universe is destined to continue this expansion forever, then won't the speeds of far off galaxies eventually violate Einsteins postulate that 'c' is the universal speed limit.. Hubble's law is linear and thus I would assume in a finite amount of time, mass will exceed the speed of light. How is this being handled with, or am I missing something?
 
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Hybird said:
We all accept that the universe is expanding and that expansion is accelerating. So what exactly are the speeds of those far off galaxies with respect to an Earth observer. And if the universe is destined to continue this expansion forever, then won't the speeds of far off galaxies eventually violate Einsteins postulate that 'c' is the universal speed limit.. Hubble's law is linear and thus I would assume in a finite amount of time, mass will exceed the speed of light. How is this being handled with, or am I missing something?

lots of stuff we observe is receeding at speeds like 3c and 4c

this is not forbidden by Special Relativity

IIRC there was an article in Scientific American about this, maybe March 2005, by Charles Lineweaver and Tamara Davis. It dealt with common misconceptions people have. They also have a separate article called "Expanding Confusion" which tries to dispell popular misconceptions like this.
Would you like a link? The SciAm article is written very understandably with lots of good diagrams and little or no math!

If we could get everybody together who thinks recession speeds are limited by c, we could have a tutorial and deal with the problem all at once.
I am talking mainstream cosmology---there are minority schools of thought where people disagree with the mainstream view, but my advice would be to at least learn the majority consensus picture of cosmology and then if you want explore fringe elements.
 
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Recession speed tutorial started

Hybird, I started a thread that can serve as a recession speed discussion/questions/tutorial thread.

If you have questions about superluminal recession speed, how light can reach us from objects receding at greater than c, and other related matters

then you are invited here
https://www.physicsforums.com/showthread.php?t=163996

there is a neat recession speed calculator, which I urge you to check out and play around with
 
Ghost story

Do you know animated ghost story?
The curved spacetime assumption (i.e. GR) is like a ghost. In fact, people do derived its animated story: time travel, wormhole, reversal time travel, dead into living, etc.

The nature of ghost is that it can not testified. Curved spacetime can not be testified because there is no global reference frame. When you live in a curved spacetime, no coordinate system is direct distance, angle, or time. If we want to find these quantity, we need to use metric form to be integrated along the geodesic line concerned. However, when confronting curved spacetime assumption to real data (e.g., GPB data), relativists never bother to calculate such integration. Instead, they denote some coordinate by the symbol, other by \phi, other by t and naively say those are spatial distance, angle and time respectively. Do you believe that there is a Cartesian coordinate system on curved space which has direct meaning of spatial distance?
 
I always thought it was odd that we know dark energy expands our universe, and that we know it has been increasing over time, yet no one ever expressed a "true" size of the universe (not "observable" universe, the ENTIRE universe) by just reversing the process of expansion based on our understanding of its rate through history, to the point where everything would've been in an extremely small region. The more I've looked into it recently, I've come to find that it is due to that "inflation"...

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