MG12 - Talk detail |
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Participant |
Vietri, Francesco | |
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Institution |
I.C.R.A. - P.le Aldo Moro, 5 - Rome - Lazio - Italy | |
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Session |
Talk |
Abstract |
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MGAT5 |
Dimensional Reduction of the 5D Kaluza-Klein Geodesic Deviation Equation |
In this talk we consider the dimensional reduction of the geodesic devia- tion equation in the framework of the compacti ed 5D Kaluza-Klein model. From this analysis, we get a set of equations describing the path deviation during the evolution of two charged particles. The result we present here, generalizes a previous discussion of the same topics, by Kerner et al. 2001, to the presence of the scalar eld naturally arising in the theory and no longer frozen as a costant term. The variation of the q=m ratio between the two geodesic lines is not conserved during the motion and an exact law for such a behaviour is derived. The physical implications of the obtained dynamical scheme are discussed. 1 |