Simple derivation of the Generalized Moller-Wu-Lee transformations.Born rigid constant accelerated motion on a curved Lorentzian manifold

Abstract

Simple derivation of the classical generalized Moller-Wu-Lee transformations from general master equation is presented.We will argue that in fact we can implement Born's notion of rigid motion in both flat spacetime and arbitrary curved non-holonomic spacetimes containing classical and Colombeau's distributional sources.

16 pages,1 figures

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• An exotic class of Kaluza-Klein models
• Relativistic length expansion in general accelerated system revisited
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