drinkey
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In e=Mc2 Does c have to be exactly the speed of light? Can it not be a slightly bigger or smaller number? Or does C squared simply represent an enormous number?
The discussion centers around the question of whether the constant c in Einstein's equation E=mc² must be exactly the speed of light or if it could be a different value. Participants explore the implications of this constant in the context of energy-mass equivalence and the units involved.
Participants express a range of views on the necessity of c being the speed of light, with some asserting it must be so while others question this necessity. The discussion remains unresolved, with multiple competing perspectives presented.
Some participants highlight the importance of unit consistency in the equation, while others note the mathematical relationships that lead to the conclusion that c must be the limit speed. There are unresolved assumptions regarding the implications of using different constants in the energy-mass relationship.
drinkey said:In e=Mc2 Does c have to be exactly the speed of light? Can it not be a slightly bigger or smaller number? Or does C squared simply represent an enormous number?
drinkey said:In e=Mc2 Does c have to be exactly the speed of light?
The best answer is, I think the one by DrStupid:drinkey said:[..] I read the thread suggested but now my brain hurts! I am a novice that did not do physics at school but am now fascinated by the subject. I saw this somewhere where a question was asked about the energy in a kg of matter (rest)
This is determined by Einstein's equation E = mc2, where c = velocity of light = 3 x 108 meters/sec. So c2 = 9 x 1016. For 1 kg of mass therefore the equivalent energy is 9 x 1016 Joules, for 1 gram it is 9 x 1013 Joules.
Note units, in the SI system energy is in Joules, mass in kg, distances in meters. If you keep to these units you will get consistent results.
So I get the conversion I still don't know why (above example) it has to be 1016 and not say 1015...