Publikation: Non-minimal pp-wave Einstein–Yang–Mills–Higgs model : color cross-effects induced by curvature
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Non-minimal interactions in the pp-wave Einstein–Yang–Mills–Higgs (EYMH) model are shown to give rise to color cross-effects analogous to the magneto-electricity in the Maxwell theory. In order to illustrate the significance of these color cross-effects, we reconstruct the effective (associated, color, and color-acoustic) metrics for the pp-wave non-minimal seven-parameter EYMH model with parallel gauge and scalar background fields. Then these metrics are used as hints for obtaining explicit exact solutions of the non-minimally extended Yang–Mills and Higgs equations for the test fields propagating in the vacuum interacting with curvature. The influence of the non-minimal coupling on the test particle motion is interpreted in terms of the so-called trapped surfaces, introduced in the Analog Gravity theory.
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BALAKIN, Alexander, Heinz DEHNEN, Alexei ZAYATS, 2008. Non-minimal pp-wave Einstein–Yang–Mills–Higgs model : color cross-effects induced by curvature. In: General Relativity and Gravitation. Springer. 2008, 40(12), pp. 2493-2513. ISSN 0001-7701. eISSN 1572-9532. Available under: doi: 10.1007/s10714-008-0634-4BibTex
@article{Balakin2008Nonmi-58631,
year={2008},
doi={10.1007/s10714-008-0634-4},
title={Non-minimal pp-wave Einstein–Yang–Mills–Higgs model : color cross-effects induced by curvature},
number={12},
volume={40},
issn={0001-7701},
journal={General Relativity and Gravitation},
pages={2493--2513},
author={Balakin, Alexander and Dehnen, Heinz and Zayats, Alexei}
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<dcterms:abstract xml:lang="eng">Non-minimal interactions in the pp-wave Einstein–Yang–Mills–Higgs (EYMH) model are shown to give rise to color cross-effects analogous to the magneto-electricity in the Maxwell theory. In order to illustrate the significance of these color cross-effects, we reconstruct the effective (associated, color, and color-acoustic) metrics for the pp-wave non-minimal seven-parameter EYMH model with parallel gauge and scalar background fields. Then these metrics are used as hints for obtaining explicit exact solutions of the non-minimally extended Yang–Mills and Higgs equations for the test fields propagating in the vacuum interacting with curvature. The influence of the non-minimal coupling on the test particle motion is interpreted in terms of the so-called trapped surfaces, introduced in the Analog Gravity theory.</dcterms:abstract>
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