ADDITIONAL ENERGY DENSITY IN SIX-DIMENSIONAL SPACE-TIME

Physics

The electrodynamical variables in symmetric, psudo-Euclidean six-dimensional space-time have been constructed in terms of covariant six-vector vector formulation. The EM field tensor, Maxwell equations and wave equation in six space explicitly inherit their dependence on temporal degrees of freedom. Representing six-fields in vector form, we have expressed six-Poynting vector and energy density associated with fields in six-space and it has been shown that presence of additional fields substantially enhances EM field energy density. The observation of a limit for high energy process beyond which time trajectory of the process changes, may reveal the presence of extra time dimensions.

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