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Environment-induced uncertainties on moving mirrors in quantum critical theories via holography

机译:环境诱导的不确定因素通过全息术方式移动量子临界理论中的镜子

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Environment effects on a n-dimensional mirror from the strongly coupled d-dimensional quantum critical fields with a dynamic exponent z in weakly squeezed states are studied by the holographic approach. The dual description is a n + 1-dimensional probe brane moving in the d+ 1-dimensional asymptotic Lifshitz geometry with gravitational wave perturbations. Using the holographic influence functional method, we find that the large coupling constant of the fields reduces the position uncertainty of the mirror, but enhances the momentum uncertainty. As such, the product of the position and momentum uncertainties is independent of the coupling constant. The proper choices of the phase of the squeezing parameter might reduce the uncertainties, nevertheless large values of its amplitude always lead to the larger uncertainties due to the fact that more quanta are excited as compared with the corresponding normal vacuum and thermal states. In the squeezed vacuum state, the position and momentum of the mirror gain maximum uncertainties from the field at the dynamic exponent z = n + 2 when the same squeezed mode is considered. As for the squeezed thermal state, the contributions of thermal fluctuations to the uncertainties decrease as the temperature increases in the case 1 z n + 2, whereas for z n + 2 the contributions increase as the temperature increases. These results are in sharp contrast with those in the environments of the relativistic free field. Some possible observable effects are discussed. (C) 2018 Elsevier Inc. All rights reserved.
机译:通过全息方法研究了来自具有动态指数Z的强耦合的D尺寸量子临界场的N维镜的环境影响。通过全息方法研究了弱挤压状态的动态指数Z。双描述是具有引力波扰动的D + 1维渐近Lifshitz几何的N + 1维探头脑筋。使用全息影响功能方法,发现场的大耦合常数降低了镜子的位置不确定性,但增强了不确定的动量。因此,位置和动量不确定性的乘积与耦合常数无关。挤压参数的相位的正确选择可能会降低不确定性,尽管与相应的正常真空和热状态相比,其幅度的大值总是导致更大的不确定性。在挤压的真空状态下,当考虑相同的挤压模式时,镜子的位置和动量会从动态指数Z = N + 2处的场处获得最大不确定性。对于挤压的热状态,随着壳体1的温度升高,热量波动与不确定性的贡献降低了。 z& n + 2,而z& n + 2随着温度的增加而增加的贡献。这些结果与相对论自由场环境的环境鲜明对比。讨论了一些可能的可观察效果。 (c)2018年Elsevier Inc.保留所有权利。

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