Principles for detecting charge redistribution produced by fields of gravity and inertia inside conductors

Details Principles for detecting charge redistribution produced by fields of gravity and inertia inside conductors Principles for detecting charge redistribution produced by fields of gravity and inertia inside conductors

Dec 1994

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1994gregr..26.1187a&link_type=abstract

General Relativity and Gravitation, Volume 26, Issue 12, pp.1187-1195

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Scientific paper

The general relativistic formula for charge distribution inside conductors has been obtained from the Maxwell equations with the help of the constitutive relations. The charge distribution and fields that will arise in a conductor which has no conduction current have been considered. The general relativistic effect is shown to be a sum of two contributions: one due to the absolute acceleration and one due to the relativistic rate of rotation. Possibilities of detecting the last effect in the rotating frame of reference are studied. In fact, in the first order in the angular velocity ω the proper charge densityρ _0 = - ({1 {/ {1 {2π c}}} {2π c}})({ω } {H} ) is induced inside the conductor in the presence of magnetic field {H} . Under the same conditions the charge distribution density is equal to zero inside superconductors. The qualitative distinction of the space charge distribution inside conductors from the one inside superconductors allows us to suggest a new electrodynamic test of general relativity. Another way of measurement is connected with the dependence of charge distribution inside the conductor on its space orientation.

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