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本文求出了VGM引力理论的共形平直静止解。文中把胡宁表达式引入VGM,它同样是守恒的能量动量表达式。对于单个集中质量的引力场,与GR一样,可证实引力质量与惯性质量相等。但Einstein的等效原理在这理论中并不成立。利用所求得的解,可知当n<1/4时,引力场的能量动量赝张量就是正常的。In this paper, we have found the conformastat flat solution in the theory of gravita-tion by eondering the vector graviton field and the metric field. We introduce Hu-Ning's expression into this theory, then it appears also as the conservative expression of energy-monentum. For the gravitational field of singular centralized mass, it can be shown, as in GR, that the gravitational mass and the inertial mass are equal. But Einstein's principle of equivalence doesn't hold in this theory. When n
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物理学报. 1981, 30(1): 22-27.
doi: 10.7498/aps.30.22.
矢引力子场度规场引力理论的共形平直静止解及引力场的能量动量赝张量的正常性
- 收稿日期: 1979-11-26
- 刊出日期: 2005-07-27
摘要: 本文求出了VGM引力理论的共形平直静止解。文中把胡宁表达式引入VGM,它同样是守恒的能量动量表达式。对于单个集中质量的引力场,与GR一样,可证实引力质量与惯性质量相等。但Einstein的等效原理在这理论中并不成立。利用所求得的解,可知当n<1/4时,引力场的能量动量赝张量就是正常的。
English Abstract
THE CONFORMASTAT FLAT SOLUTION AND THE NORMALITY OF THE ENERGY-MONENTUM PSEUDO-TENSOR OF GRAVITATIONAL FIELD IN THE THEORY OF GRAVITATION
- Received Date:
26 November 1979
- Published Online:
27 July 2005
Abstract: In this paper, we have found the conformastat flat solution in the theory of gravita-tion by eondering the vector graviton field and the metric field. We introduce Hu-Ning's expression into this theory, then it appears also as the conservative expression of energy-monentum. For the gravitational field of singular centralized mass, it can be shown, as in GR, that the gravitational mass and the inertial mass are equal. But Einstein's principle of equivalence doesn't hold in this theory. When n
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