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首页> 外文期刊>Annals of Physics >Regular electric black hole in 2+1-dimensions Einstein-nonlinear electrodynamics
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Regular electric black hole in 2+1-dimensions Einstein-nonlinear electrodynamics

机译:2 + 1维的常规电动黑洞爱因斯坦 - 非线性电动电动动力学

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Recently, He and Ma introduced a generic method to generate static, circular symmetric regular black holes in 2+1-dimensional gravity minimally coupled to nonlinear electrodynamics (NED). In their formalism, they considered spacetimes filled with pure radial electric field and as examples four different cases were studied. In accordance with their method, in the weak field limit, the regular black holes are supposed to reduce to the charged BTZ black hole and the NED Lagrangian admits the Maxwell linear theory. Inspired from their paper, in this Letter we address a common feature of the NED Lagrangian which has not been noticed by the author. It will be shown that the NED Lagrangians are actually hybrid functions whose behaviors at weak and strong field regimes are different. This is in analogy with its 3+1-dimensional counterpart which has been pointed out long ago by Bronnikov. (C) 2020 Elsevier Inc. All rights reserved.
机译:最近,他和MA介绍了一种通用方法来产生静态的圆形对称常规黑孔,以2 + 1维重力最小地耦合到非线性电动电动电动动力学(NED)。 在他们的形式主义中,他们认为填充纯径向电场的稗型,作为实施例研究了四种不同的病例。 根据它们的方法,在弱场限制中,常规黑洞应该减少到充电的BTZ黑洞,NED拉格朗日承认Maxwell线性理论。 从他们的论文中启发,在这封信中,我们解决了作者尚未注意到的Ned Lagrangian的一个共同特征。 将表明,NED拉格朗日实际上是混合函数,其行为在弱势和强大的现场制度不同。 这与它的3 + 1维对手类似于Bronnikov已经指出的3 + 1维对应。 (c)2020 Elsevier Inc.保留所有权利。

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