Chinese Physics C > 1989, Vol. 13 > Issue(11): 990-995

A MODEL OF CURVATURE,TORSION AND STRONG GRAVIEY

LI Yuan-Jie^,

Department of Physics,Huazhong of Science and Tehnology,Wuhan

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Abstract：
In this paper the stress-energy tensors of curvature and of torsion are introduced.We may derived a model of strong gravity from Einstein's equation with the stress-energy tensor of torsion,while Einstein's equation with the stressenergy tensor of curvature is an inconsistent equation.This conclusion is different from the Poincare gauge theories of gravitation,in which the curvature is directly proportional to the strong coupling.

References

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F. W. Hehl., In cosmology and gravitation, eds. P. G. Bergmann and V, de Sabkate (1980).[2] 郭汉英、吴泳时，张元仲，科学通报，18(1973).[3] Shao Chang gui, Xu Bang qing., Inter. J. Theor. Phys, V. 25, (1986), 347.[4] Peter. Baekler, Phys. Lett, V. 96A, (1983), 279.[5] Peter. Baekler, Phys. Lett, V. 99B, (1981), 329.[6] C. Siraram and K. P. Sinha, Phys. Rep, 51, N. 3, (1979), 111.[7] P. Baekler Diploma. thesis Univ, of Cologne (1980).

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LI Yuan-Jie. A MODEL OF CURVATURE,TORSION AND STRONG GRAVIEY[J]. Chinese Physics C, 1989, 13(11): 990-995.

LI Yuan-Jie. A MODEL OF CURVATURE,TORSION AND STRONG GRAVIEY[J]. Chinese Physics C, 1989, 13(11): 990-995. shu

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Received: 1900-01-01
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

A MODEL OF CURVATURE,TORSION AND STRONG GRAVIEY

LI Yuan-Jie^,

Corresponding author:LI Yuan-Jie,

Department of Physics,Huazhong of Science and Tehnology,Wuhan

Received Date:1900-01-01
Accepted Date:1900-01-01
Available Online:1989-11-15

Abstract:In this paper the stress-energy tensors of curvature and of torsion are introduced.We may derived a model of strong gravity from Einstein's equation with the stress-energy tensor of torsion,while Einstein's equation with the stressenergy tensor of curvature is an inconsistent equation.This conclusion is different from the Poincare gauge theories of gravitation,in which the curvature is directly proportional to the strong coupling.