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arXiv 1903.03401gr-qchep-th
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平面黑洞与类比引力模型中的纠缠熵

Planar Black holes and Entanglement Entropy in Analog Gravity Models

Rudjer Bošković Institute(鲁德·博什科维奇研究所);University of Helsinki(赫尔辛基大学)

Neven Bilić, Tobias Zingg

AI总结:

研究通过构建显式拉格朗日量,发现所有符合Painlevé-Gullstrand型度规的平面黑洞均可作为类比度规,并引入平面黑洞时空的双生纠缠熵概念,扩展了已知的类比度规例子数量。

摘要:

通过构建一个显式拉格朗日量,其扰动方程与标量场在平面黑洞时空中的传播方程类似,发现所有符合Painlevé--Gullstrand型度规的平面黑洞均可作为类比度规。同时引入了平面黑洞时空的双生纠缠熵概念。该概念适用于任意的共形和黑洞因子选择,从而大幅扩展了已知的显式类比度规例子数量。

英文摘要:

Via constructing an explicit Lagrangian for which the perturbation equations are analogues of a scalar field propagating in a planar black hole space-time, it is found that all planar black holes conformal to a Painlevé--Gullstrand type line element can be realized as analogue metrics. We also introduce the concept of holographic entanglement entropy for planar black-hole space-times. This is valid for an arbitrary choice of conformal and blackening factor, thereby vastly extending the number of known examples of explicitly known analogue metrics.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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