Re-examining the Energy Equation: Why Does E=mc^2 Fall Short?

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The discussion centers on the limitations of the equation E=mc^2, arguing that it is not a theory of everything but rather a result derived from Einstein's Theory of Special Relativity. Participants highlight that E=mc^2 breaks down in extreme conditions like black holes and singularities, where General Relativity fails and Quantum Mechanics becomes necessary. The equation suggests that energy and mass are different perspectives of the same phenomenon, but questions arise about its applicability in virtual interactions and the implications of Heisenberg's uncertainty principle. Some participants propose that a new equation is needed to describe energy and anti-energy, as E=mc^2 cannot be inverted in a meaningful way. Overall, the conversation explores the complexities and nuances of mass-energy equivalence and its limitations in certain physical scenarios.
scott_sieger
Hi guys,

Just a provocative thought.

It i said that a good theory for everything must be true in all circumstances.

So, Why does e=mc^2 fail in this regard?
 
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1+1=2 is also true in all circumstances, but it is not a theory of everything. E=mc2 was derived from Einstein using the Theory of Special Relativity. It is simply a result, it is not a theory.
 
When is e=mc^2 not true?
 
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When is e=mc^2 not true?

As Intergral said, e=mc^2 is a result of a theory and not a theory itself. Other results of General Relativity predicted its own downfall, particularly the Bing Bang, black holes and singularities. The rules of General and Special Relativity break down in those areas and other tools are needed to understand them. Quantum Mechanics was developed to help understand these things that General Relativity could not.

It alone doesn't implicitly say that energy and mass are the same thing, merely that if you perfectly convert a mass m to energy, you'll get mc^2 worth of Joules.

I believe the equation does implicitly say that energy and mass are different ways of looking at the same thing.

Remember those toys called “Transformers” we all knew it was a truck, and also a robot in disguise.

S
 
Oh yeah, black holes, always forget about those...
On the second point you made, I apparently made an edit while you where typing your reply, because I realized your point myself, but of course it was only after I hit 'Submit'. Good example though, got to remember that one.
 
E=mc2 is violated within virtual interactions according to Heisenberg's uncertainty principle, where [del]E[del]t<h/(4[pi]).
 
Loren, isn't that just a violation of energy conservation? I mean, on a short timescale there is energy that "appears" for virtual interactions as you say, but that is a violation of energy conservation. E=mc^2 more appropriately is interpreted as energy and mass have the same effect on space-time and I don't think anyone says that the temporary energy on the uncertainty time-scale "does not" have the same effect on space-time as mass would...therefore E=mc^2 would not be broken.
 
another test of energy equation

Excuse my ignorance as I am no mathamaticion in fact I didn't even pass Highschool.

But I am under the impression that for a formula to be true it has to be able to be inverted.

So, if e=mc^2 what does anti- energy/matter equal. How would you write an inversion of this equation? Me thinks we can't. Therefore another equation is needed to describe energy and anti-energy. And then that equation would hold true regardless of black holes or other.

Please tell me if my approach is wrong.
 
I think so, it's more of a rule of thumb and applies in mechanics, etc..
 
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Zimm,

You may be right, that E=mc2 is a physical principle unaffected by (but often appearing in) the HUP, if [del]E=[del]mc2 for all [del]E and [del]m. Regrets.

Scott,

Photons (energy) are their own antiparticle, thus the conversion of matter or antimatter to energy is indistinguishable.
 
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