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Quantum fields in Schwarzschild-de Sitter space

机译:Schwarzschild-de Sitter空间中的量子场

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In the No-Boundary Universe a primordial black hole is created from a constrained gravitational instanton. The black hole created is immersed in the de Sitter background with a positive cosmological constant. The constrained instanton is characterized not only by the external parameters, the mass parameter, charge and angular momentum, but also by one more internal parameter, the identification period in the imaginary time coordinate. Although the period has no effect on the black hole background, its inverse is the temperature of the no-boundary state of the perturbation modes perceived by an observer. By using the Bogoliubov transformation, we show that the perturbation modes of both scaler and spinor fields are in thermal equilibrium with the black hole background at the arbitrary temperature. However, for the two extreme cases, the de Sitter and the Nariai models, the no-boundary state remains pure. [References: 26]
机译:在无边界宇宙中,原始黑洞是由受约束的引力瞬时子产生的。产生的黑洞以正的宇宙常数浸入de Sitter背景中。受约束的瞬间不仅具有外部参数,质量参数,电荷和角动量的特征,而且还具有一个内部参数的特征,即在虚假时间坐标中的识别周期。尽管该周期对黑洞背景没有影响,但其倒数是观察者感知到的摄动模式的无边界状态的温度。通过使用Bogoliubov变换,我们证明了在任意温度下,黑洞背景都使定标场和自旋场的摄动模式处于热平衡状态。但是,对于de Sitter和Nariai模型这两种极端情况,无边界状态仍然是纯净的。 [参考:26]

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