Could Doubling Light Speed Really Change Our Universe?

AI Thread Summary
Doubling the speed of light over billions of years raises questions about energy conservation and the implications for our universe. If light speed were to change, it could affect the energy calculations based on E = mc^2, but such a scenario is speculative and not supported by current evidence. Discussions suggest that colors might shift towards blue, but the fundamental laws of physics, including energy conservation, would still apply. There is skepticism about claims of changing light speed, with newer experimental evidence challenging earlier findings. Overall, the idea of a changing speed of light remains controversial and unproven.
Sariaht
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They say it's so in this science illustrated. If it is so and lightspeed doubles in 2.000.000.000 years, will the sun become 4 times as warm (E = mc2) or what would really happen, would everything contain four times as much energy, would wood burn in blue flames? tell me what!
 
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E = mc^2 specifically applies to the rest mass energy (the kind of energy that is released in a nuclear reaction).

If light speed is changing, even very slightly over the course of the universe's expansion, then the formula E = mc^2 is not quite right, just an approximation.

Remember conservation of energy, no matter what happens everything can't have "four times as much energy" out of nowhere.

In terms of what noticeable effects would occcur, colors would change. Light moving faster would make everything blue-er (shift away from red). The operation of the sun might be affected, but it would be speculative to guess because our current formulae don't account for a changing speed limit.

Black sholes would shrink, as light could escape from larger and larger masses.

Something like fire wouldn't change because that is a release of chemical potential energy, not rest mass energy.
 
Sariaht said:
They say it's so in this science illustrated. If it is so and lightspeed doubles in 2.000.000.000 years, will the sun become 4 times as warm (E = mc2) or what would really happen, would everything contain four times as much energy, would wood burn in blue flames? tell me what!

Light speed isn't "changing". This is NOT a done deal. In fact, there are more and newer experimental evidence that are throwing doubt into the original J.K. Webb results. So I wouldn't put all my money into this if I were betting.

Because of that, I don't think I want to entertain your "scenario" that clearly violates several conservation laws.

http://groups.yahoo.com/group/undernetphysics/message/1224

Zz.
 
Perhaps it's not. But i thought, if m is s/c2 Then the energy is conserved.
Adding to this that G is proportional to c4 (which it also must be in case of conservation of energy) and that h is proportional to 1/c2 (if frequency is proportional to mass) and a is proportional with c2 which leads us to the conclusion that 1/s2 is proportional to c2 and that means that lightspeed wouldn't change at all, cool huh?
 
ZapperZ said:
Light speed isn't "changing". This is NOT a done deal. In fact, there are more and newer experimental evidence that are throwing doubt into the original J.K. Webb results. So I wouldn't put all my money into this if I were betting.

Because of that, I don't think I want to entertain your "scenario" that clearly violates several conservation laws.

there's even a more fundamental reason to reject this pop science snake oil (or cold fusion) even if "They say it's so in this science illustrated."

when we measure anything physical, we are actually measuring dimensionless quantities. when you measure a length with a tape measure or ruler, you are counting tick marks on that ruler. you are measuring the dimensionless ratio of the length you are measuring against the standard of length you are using.

it is true that some physicists have believed that there is a small change in the fine-structure constant, \alpha = \frac{e^2}{\hbar c 4 \pi \epsilon_0} which is a dimensionless constant. for them to say that the speed of light is changing from that is to say that c is changing relative to the standard \frac{e^2}{\hbar \epsilon_0}. but how do you know it is not the standard that has changed? the only meaningful physical quantities are dimensionless.

wikipedia is down right now, but when it comes up, you (i mean Sariaht) should look at the "Variable speed of light" article and the discussion page attached to it. also take a look at the "Planck units" article and the portion about the "Invariant scaling of nature". then follow the links to a couple of papers by Michael Duff about why claiming a change to a dimensionful quantity is not meaningful in and of itself.

r b-j
 
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