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Talk:E=mc²

1,282 bytes added, 22:00, April 7, 2012
/* Some questions */ Reply about Eddington and getting carried away with mathematics.
And by the way, as has been pointed out, if you deny special relativity, you have to reject Maxwell's equations. Are they a liberal conspiracy as well? --[[User:AndyFrankinson|AndyFrankinson]] 20:34, 5 April 2012 (EDT)
:"Usually when we speak of an object's mass we do not distinguish whether we are referring to its inertial mass or its gravitational mass. This is because the quantity of matter present in an object, i.e., its mass, does not depend on the method by which it is measured." [http://dev.physicslab.org/Document.aspx?doctype=3&filename=Dynamics_InertialGravitationalMass%25252Exml252525252Exml] Indeed, no measurement has ever detected a difference between the two.
:As to your second point, chemical reactions can cause energy to be released, and the remaining mass to be reduced. This is hardly astounding and certainly does not imply that E=mc<sup>2</sup>.
::Your third point: Yes, Maxwell's equations were developed decades before relativity, and survived just fine before anyone suspected that E=mc^2. Your claimed "assertion that people 'have to reject Maxwell's equations' based on relativity" is not made by anyone. It's the ''denial'' of relativity that would necessitate a denial of Maxwell's equations. Maxwell's equations imply relativity, though Maxwell didn't realize it. In fact, it was an analysis of Maxwell's equations, not the Michelson-Morley experiment, that led to relativity. If we lived in a hypothetical universe in which there were no electric or magnetic forces, relativity would still be true.
::[[User:JudyJ|JudyJ]] 23:36, 5 April 2012 (EDT)
:::You didn't respond to my point about [[Arthur Eddington]], who was the biggest promoter of the [[Theory of Relativity]] in the English world.
::::The reason is that has nothing to do with E=mc^2. Your point about Eddington was presumably referring to the alpha=1/137 business, right? I am aware of that. It was in the late 1930's. Would you like me to write an article about it? I'd be glad to do so. Eddington's promotion of relativity in England was in the 1920's, after the eclipse (his book was in 1923), and was about ''general'' relativity. E=mc^2 is in ''special'' relativity, and was widely accepted by then. [[User:JudyJ|JudyJ]] 17:59, 7 April 2012 (EDT)
:::Simply put, the [[Theory of Relativity]] is a mathematical theory (which, by the way, is taught in math departments in some universities); this mathematical theory has never been based on meaningful physical observations. Any statement that someone must reject Maxwell's equations if he rejects the [[Theory of Relativity]] shows how the mathematical cart can be incorrectly placed before the physical horse.--[[User:Aschlafly|Andy Schlafly]] 00:21, 6 April 2012 (EDT)
::::Of course it's been based on meaningful physical observations. To be more precise, it's based on repeated experiments where the relation between the observed mass loss and the observed energy release is E=mc<sup>2</sup>. I really don't know what your problem is, but to challenge the validity of something as thoroughly confirmed as E=mc<sup>2</sup> is not going to get you anywhere. The equation is valid. --[[User:SamCoulter|SamCoulter]] 03:17, 6 April 2012 (EDT)
:::::My comments were aimed at people who accept that both mathematical theory and experimental observations have a role to play, and that they complement each other. There is no cart and no horse. Relativity, like Newtonian mechanics, involves both elegant mathematics and observation, and the observations buttress the theory very well. It's possible for people to get carried away with the mathematics, as Eddington did with the 137 business, but that hasn't happened with relativity. And yes, if you don't accept relativity, you can't make Maxwell's equations work correctly, though Maxwell didn't realize that at the time. It was only later that Lorentz, Poincare, and Einstein fixed that. [[User:JudyJ|JudyJ]] 17:59, 7 April 2012 (EDT)
''As to your second point, chemical reactions can cause energy to be released, and the remaining mass to be reduced. This is hardly astounding and certainly does not imply that E=mc&sup2;. ''
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