Boost-rotation symmetric vacuum spacetimes with spinning sources
A. Pravdova, V. Pravda
TL;DR
This paper investigates the properties of boost-rotation symmetric vacuum spacetimes with spinning sources, focusing on their regularity, asymptotic behavior, and deriving news functions in Bondi-Sachs coordinates.
Contribution
It introduces a detailed analysis of spinning boost-rotation symmetric vacuum spacetimes, including regularity conditions and the derivation of news functions.
Findings
Regularity conditions for spinning sources established
Asymptotic properties analyzed
News functions derived in Bondi-Sachs coordinates
Abstract
Boost-rotation symmetric vacuum spacetimes with spinning sources which correspond to gravitational field of uniformly accelerated spinning "particles" are studied. Regularity conditions and asymptotic properties are analyzed. News functions are derived by transforming the general spinning boost-rotation symmetric vacuum metric to Bondi-Sachs coordinates.
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