Global monopole as electrogravity dual of vacuum (electrovacuum)
Global monopole as electrogravity dual of vacuum (electrovacuum)
By resolving the Riemann curvature into electric and magnetic parts, Einstein's equation can accordingly be written in terms of electric (active and passive) and magnetic parts. The electrogravity duality is defined by the interchange of active and passive parts. It turns out that in static and stationary spacetime, there is a subset of the equations (that identifies the effective vacuum equation) is sufficient to yield the vacuum solution. The electrogravity dual of the effective equation gives rise to a black hole with a global monopole charge. We shall therefore obtain black holes with global monopole charge as solutions of the dual equation.
Chiranjeeb Singha、Naresh Dadhich
物理学
Chiranjeeb Singha,Naresh Dadhich.Global monopole as electrogravity dual of vacuum (electrovacuum)[EB/OL].(2025-04-22)[2025-06-07].https://arxiv.org/abs/2504.16949.点此复制
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