Miroslav Pardy. Maximal acceleration constant puzzle for Dirac experiment in Cern
Submitted on: Jan 22, 2019, 01:48:12
Natural Sciences / Physics / Particle physics
Description: We determine the nonlinear group of transformations between coordinate systems which are mutually in a constant symmetrical uniform acceleration. The maximal acceleration limit is a constant which follows from the logical necessity and the kinematical necessity of the system motion and it is an analogue of the maximal velocity in special relativity. The Pardy acceleration constant is not the same as the Caianiello acceleration constant in quantum mechanics and Lambiase acceleration constant in the Riemann space-time and this situation forms the serious puzzle in physics after the theta-tau puzzle in particle physics and Hawking black hole puzzle in cosmology. The author transformations of the accelerated systems is related to the Orlov transformations. The DIRAC experiment in CERN with pionium in the strong electrical field is discussed.
The abstract of this article will be published in the January 2019 issue of "Intellectual Archive Bulletin", ISSN 1929-1329.
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