A Plane-Symmetric Inhomogeneous Cosmological Model of Perfect Fluid Distribution with Electromagnetic Field Ⅰ
A Plane-Symmetric Inhomogeneous Cosmological Model of Perfect Fluid Distribution with Electromagnetic Field Ⅰ
摘要
A plane-symmetric inhomogeneous cosmological model of perfect fluid distribution with electro-magnetic field is obtained. F12 is the non-vanishing component of electromagnetic field tensor. To get a deterministic solution, we assume the free gravitational field is Petrov type-Ⅱ non-degenerate. Some physical and geometric properties of the model are also discussed.
参考文献51
-
1R.C. Tohnan, Proc. Nat. Acad. Sci. (USA) 20 (1934) 169.
-
2H. Bondi, Mon. Not. R. Astro. Soc. 107 (1947) 410.
-
3A.H. Taub, Ann. Math. 53 (1951) 472.
-
4A.H. Taub, Phys. Rev. 103 (1956) 454.
-
5N. Tomimura, II Nuovo Cimento B 44 (1978) 372.
-
6P. Szekeres, Commun. Math. Phys. 41 (1975) 55.
-
7C.B. Collins and D.A. Szafron, J. Math. Phys. 20 (1979) 2347.
-
8C.B. Collins and D.A. Szafron, J. Math. Phys. 20 (1979) 2362.
-
9D.A. Szafron and C.B. Collins, J. Math. Phys. 20 (1979) 2354.
-
10J.M.M. Senovilla, Phys. Rev. Lett. t34 (1990) 2219.
-
1Atul Tyagi,Keerti Sharma,Payal Jain.Bianchi Type-IX String Cosmological Models for Perfect Fluid Distribution in General Relativity[J].Chinese Physics Letters,2010,27(7):299-301.
-
2张靖仪.广义相对论中双荷场源的电磁场张量[J].物理学报,1999,48(12):2158-2161.
-
3罗时军.挠率、电磁场和内空间[J].湖北汽车工业学院学报,1998,12(4):72-77.
-
4张运权.曲线与曲面积分的对称性及其在教学中的应用[J].设计艺术研究,1999(1):75-76.
-
5汲守峰,刘卉.变量对称性问题的计算分析[J].唐山学院学报,2015,28(6):11-13.
-
6孟赵玲.利用对称性进行积分计算的问题[J].北京印刷学院学报,1997(2):72-80.
-
7冯爱萍.多元函数的对称性研究[J].西安科技大学学报,2007,27(3):527-530. 被引量：3
-
8杨洪涛,冀文慧,呼和满都拉.带电体的电场分布与其电荷分布具有相同对称性的证明[J].开封教育学院学报,2014,34(3):142-143.
-
9林杰.关于k维超平面对称的超曲面[J].福州大学学报（自然科学版）,2012,40(4):441-444.
-
10M.Azam,S.A.Mardan,M.A.Rehman.The Stability of Some Viable Stars and Electromagnetic Field[J].Chinese Physics Letters,2016,33(7):25-27.
