Schwarzschild surface and derivation of motion equations from field equations in general relativity

Details Schwarzschild surface and derivation of motion equations from field equations in general relativity Schwarzschild surface and derivation of motion equations from field equations in general relativity

Sep 1975

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1975ukfiz..20.1549v&link_type=abstract

Ukrains'kii Fizichnii Zhurnal, vol. 20, Sept. 1975, p. 1549-1556. In Ukrainian.

Physics

1

Equations Of Motion, Field Theory (Physics), Relativity, Schwarzschild Metric, Einstein Equations, Maxwell Equation, Particle Motion

Scientific paper

The problem of deriving the equations of motion of a charged particle from the Einstein and Maxwell field equations taking into account the existence of a horizon surface (Schwarzschild surface) at small distances is considered and the physical meaning of the derived equations is discussed. It is shown that the field region under the Schwarzchild sphere takes no part in the dynamics of a particle as viewed by an external observer. The particle manifests itself in the dynamics as an essentially nonpoint object, in a certain sense, as a topological hole in space.

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