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本文求出零质量标量场产生的平面对称度规的静态通解,并研究了它的对称性、奇异性等整体特性,发现平面对称情况与球对称不同,标量场的引入与否,其时空的奇异性没有本质差别。The static general solution to Einstein's equations representing a plane-symmetric spaceti-me metric yielded by a massless scalar field is presented. The global properties of the space-time obtained, such as its symmetries and singularities are investigated. It is found that, unlike the spherical case, the singularity in the plane-symmetric case is not influenced essentially by the introduction of the scalar field.
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