Solution of yang-mills equations for Central-Cymmetric metric in the presence of electromagnetic field
Автор: Krivonosov L.N., Lukyanov V.A.
Журнал: Пространство, время и фундаментальные взаимодействия @stfi
Статья в выпуске: 3 (4), 2013 года.
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Earlier we found the full solution of Yang-Mills equations for central-symmetric metric in the space with conformal torsion-free connection in the case of vanishing electromagnetic field tensor. In this paper, this problem is solved in a more general situation, in the presence of an electromagnetic field. Again, the general solution is expressed in terms of the Weierstrass elliptic function. We have presented some solutions in terms of elementary functions. Also we pointed out the reason for the difference of our solutions from the well known Reissner- Nordstrom solution of Einstein equations.
Curvature of the connection, einstein equations, maxwell's equations, yang-mills equations, central-symmetric metric, 4-dimensional manifold with conformal connection, weierstrass elliptic function, reissner-nordstrom solution
Короткий адрес: https://sciup.org/14266101
IDR: 14266101
