A static spherically symmetric solution for interacting scalar, electromagnetic, and gravitational fields
Abstract
A unified theory of interacting scalar, electromagnetic, and gravitational fields constructed in previous papers by the author is used in considering a static spherically symmetrical case. An effective onedimensional Lagrangian is derived together with the corresponding HamiltonJacobi equation. The solution to this equation is used in deriving a solution to Einstein's equations for the initial system of interacting fields. Some consequences of the solution are examined. A relationship is derived between the constants of integration that ensures finiteness in the total field energy.
 Publication:

Soviet Physics Journal
 Pub Date:
 March 1980
 DOI:
 10.1007/BF00895085
 Bibcode:
 1980SvPhJ..23..240G