SEMI-PLANE-SYMMETRIC GENERAL SOLUTION GENERATED BY SEMI-PLANE-SYMMETRIC NON-NULL ELECTROMAGNETIC FIELDS

LI JIAN-ZENG; LIANG CAN-BIN

doi:10.7498/aps.38.973

Abstract
The semi-plane-symmetric static general solution generated by semi-plane-symmetric non-null electromagnetic fields is obtained. We prove that there are only three Killing vector fields ?/?x, ?/?y and ?/?t in this kind of space-times. The space-time singularity is also investigated. It is shown that all these space-times are geodesically incomplete, and all incomplete geodesies correspond to scalar polynomial curvature singularities.
Authors and contacts
LI JIAN-ZENG¹,

LIANG CAN-BIN²

(1)北京广播学院工程基础部; (2)北京师范大学物理系
References

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Vol. 38, Issue 6 - 1989-03-20

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SEMI-PLANE-SYMMETRIC GENERAL SOLUTION GENERATED BY SEMI-PLANE-SYMMETRIC NON-NULL ELECTROMAGNETIC FIELDS

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SEMI-PLANE-SYMMETRIC GENERAL SOLUTION GENERATED BY SEMI-PLANE-SYMMETRIC NON-NULL ELECTROMAGNETIC FIELDS

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