Light Speed Not Constant: Impact on E=mc^2

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Recent discussions among scientists suggest that the speed of light may not be a constant, which could challenge the validity of E=mc^2 and raise questions about energy conservation. If light speed varies, it might necessitate revisions to established theories in particle physics and relativity. However, some argue that all current laws would still hold true by assigning epochs to them, similar to astronomical models. The debate also touches on the complexities of measuring changes in dimensionful versus dimensionless constants, with skepticism about the likelihood of such variations. Overall, while the implications of changing constants are intriguing, they remain largely speculative and require careful measurement to substantiate.
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recently many scientists think that light speed is not a constant. if it is true, then E=mc^2 does not hold because c is no longer a constant. Does it mean that E is not conserved? if yes, many theorems will be wrong...
 
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How about everything we know about particle phyiscs (which is based on QFT) and relativity (special & general).I think Newton wouldn't mind...

Daniel.
 
the varying constant-matter has been widely debated here :

https://www.physicsforums.com/showthread.php?t=71105

As to your original question. Suppose c varies with time, all laws will remain valid because we can assign an 'epoch' to them, just like we do in astronomy when describing the orbits and dynamics of celestial objects like planets. But in the end, all formula's in QM that we know of are completely correct. If you want proof, just look at every functioning electronics-device that you use every day. Ofcourse, certain changes will have to be made and this still is all very speculative. I my opinion, such notions are to some extent quite overblown

marlon
 
marlon said:
the varying constant-matter has been widely debated here ...

that issue (at least as far as i can see) was more about the meaningfulness (from the POV of mortals) of a vaying dimensionful constant vs. the meaningfulness of a varying dimensionless "constant". I'm not saying that \alpha has varied (i think not as likely) but if it did, we would know the difference. stuff, as we could measure it would be different. if c or G or \hbar varied in and of itself (all other quantities remaining contant), we could not know the difference. we could not measure it.

r b-j
 
It's very highly improbable that "c","hbar" and "e" to have varied over the billions of years in such way as to keep "alpha" constant...So how about quitting speculations?

Daniel.
 
dextercioby said:
It's very highly improbable that "c","hbar" and "e" to have varied over the billions of years in such way as to keep "alpha" constant...So how about quitting speculations?

Daniel,

i do not at all take issue with you about whether or not these measurable universal constants have been changing. only to point out that when someone says that c has changed, they have a much more difficult metrological problem even stating such a proposition than if they say that \alpha has changed. saying the latter actually means something. might not be true, we got to measure it carefully, if we could conceivably measure such a change and that would mean something. since, in experiments and in our perception of reality, we only measure dimensionless quantities (we measure dimensionful quantites agaisnt a like dimensioned standard or "unit"), saying c has changed, in and of itself, means nothing. As Michael Duff pointed out, it is like saying that the number of pounds in a kilogram has changed.

so, with regard to changing dimensionful constants, i am trying to clip speculation at an even earlier point. changing \alpha or \frac{m_p}{m_e} can go a little farther before speculation gets clipped.

r b-j
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks

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