作者: Ruth Gregory , David Kastor , Jennie Traschen
关键词: Extremal black hole 、 Black hole 、 de Sitter–Schwarzschild metric 、 Physics 、 Black hole thermodynamics 、 Event horizon 、 Cosmological constant 、 De Sitter universe 、 Classical mechanics 、 Mathematical physics 、 BTZ black hole
摘要: We study evolution and thermodynamics of a slow-roll transition between early late time de Sitter phases, both in the homogeneous case presence black hole, scalar field model with generic potential having maximum positive minimum. Asymptotically future spacetimes are characterized by ADM charges known as cosmological tensions. show that phase has finite tension when oscillation around its minimum is underdamped, while overdamped diverges. compute variation hole horizon areas finding fractional change area proportional to corresponding effective constant. extended first law thermodynamics, including constant, satisfied initial final states, discuss dynamical temperature.