Trapped surfaces in monopole‐like Cauchy data of Einstein–Yang–Mills–Higgs equations

The non‐Abelian monopole solution of Bogomolny, Prasad, and Sommerfield is chosen as a part of the Cauchy data for the evolution of Einstein–Yang–Mills–Higgs equations. Momentarily static spherically symmetric data for gravitational fields are obtained numerically via the Lichnerowicz equation. In t...

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Published in:Journal of mathematical physics 1990-07, Vol.31 (7), p.1791-1795
Main Authors: Malec, Edward, Koc, Piotr
Format: Article
Language:English
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Classical and quantum physics: mechanics and fields
Exact sciences and technology
Physics
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description The non‐Abelian monopole solution of Bogomolny, Prasad, and Sommerfield is chosen as a part of the Cauchy data for the evolution of Einstein–Yang–Mills–Higgs equations. Momentarily static spherically symmetric data for gravitational fields are obtained numerically via the Lichnerowicz equation. In the case of generic scaling of fields initial data with trapped surfaces were found.
doi_str_mv 10.1063/1.528676
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subjects Classical and quantum physics: mechanics and fields
Exact sciences and technology
Physics
title Trapped surfaces in monopole‐like Cauchy data of Einstein–Yang–Mills–Higgs equations
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