摘要
Two spherically symmetric non-singular black hole solutions in M■ller tetrad theory of gravitation havebeen obtained.Although the two solutions have the same form of metric (spherically symmetric nonsingular black hole),their energy contents are different.We use another method given by Gibbons and Hawking to calculate the energycontent of these solutions.We also obtained different value of energy.Study the requirements of a satisfactory energy-momentumcomplex given by M■ller we find that the second solution, which behaves as 1/r^(1/2), is not transformed as afour-vector under Lorentz transformation.
Two spherically symmetric non-singular black hole solutions in Moiler tetrad theory of gravitation have been obtained. Although the two solutions have the same form of metric （spherically symmetric nonsingular black hole）, their energy contents are different. We use another method given by Gibbons and Hawking to calculate the energy content of these solutions. We also obtained different value of energy. Study the requirements of a satisfactory energymomentum complex given by Moiler we find that the second solution, which behaves as 1/√r, is not transformed as a four-vector under Lorentz transformation.
关键词
球对称解
能量动量
非奇异
转化载体
引力理论
能量含量
四分体
洛仑兹
non-singular black hole solutions, energy using Moiler complex, energy using Gibbons and Hawking method, Lorentz transformatio
