【摘要】 采用 5维空间 4 +1分解的方法建立了标量场、电磁场和引力场的复合场方程 ,并给出了一个复合场方程的静态球对称解 ;当标量场及其与电磁场的耦合不存在时 ( β =0 ) ,此解退化为Reissner Nordtstrom度规 .还给出了标量场和电磁场产生的复合场源流密度矢量的表示式更多还原

【Abstract】 In this paper,we set up a kind of equation on scalar\|electromagnetic\|gravity united field by the method of resolving the five\|dimensional Rimann manifold to (4+1) dimension.We get the static sphersymmetric solution to the united field eguations.It degenerates to Reissner\|Nordstrom metric when parameter β =0.We obtain the “density of source current” vector for the complex field consisting of electromagnetic and scalar fields.更多还原