Experimental verification of Ehrenfest Paradox

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Hi, this topic has been well discussed before (and despite some confusion in the literature it never really was a paradox), see:

- https://www.physicsforums.com/showpost.php?p=4101753&postcount=5

- The original paper simply proves that according to SR real matter cannot be totally rigid (and there is nothing paradoxical about that):
http://en.wikisource.org/wiki/Uniform_Rotation_of_Rigid_Bodies_and_the_Theory_of_Relativity

PS. A short answer about experiments: it is very difficult to imagine an experiment that could allow to verify the contraction of a spinning disc. The inertial effect is always much greater and already not-so-fast rotating discs disintegrate (explode).
 
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harrylin said:
PS. A short answer about experiments: it is very difficult to imagine an experiment that could allow to verify the contraction of a spinning disc. The inertial effect is always much greater and already not-so-fast rotating discs disintegrate (explode).
A spinning disc cannot contract much because the radial direction is not contracting. A spinning ring could potentially contract if it was very light (minimal centrifugal forces) and very strong. But I doubt an experiment is feasible with known materials.
 
A.T. said:
A spinning disc cannot contract much because the radial direction is not contracting. [..] A spinning ring could potentially contract if it was very light [..].
I suspect that a very thin ring of any known useable material would still expand, but I did not calculate it (anyone?).
 
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