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A new bound on polymer quantization via an opto-mechanical setup

机译:通过光机械装置实现聚合物定量的新局限

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摘要

The existence of a minimal measurable length as a characteristic length in the Planck scale is one of the main features of quantum gravity and has been widely explored in the context. Various different deformations of spacetime have been employed successfully for the purpose. However, polymer quantization approach is a relatively new and dynamic field towards the quantum gravity phenomenology, which emerges from the symmetric sector of the loop quantum gravity. In this article, we extend the standard ideas of polymer quantization to find a new and tighter bound on the polymer deformation parameter. Our protocol relies on an opto-mechanical experimental setup that was originally proposed to explore some interesting phenomena by embedding the minimal length into the standard canonical commutation relation. We extend this scheme to probe the polymer length deformed canonical commutation relation of the center of mass mode of a mechanical oscillator with a mass around the Planck scale. The method utilizes the novelty of exchanging the relevant mechanical information with a high intensity optical pulse inside an optical cavity. We also demonstrate that our proposal is within the reach of the current technologies and, thus, it could uncover a decent realization of quantum gravitational phenomena thorough a simple table-top experiment.
机译:最小可测量长度作为普朗克标度的特征长度的存在是量子引力的主要特征之一,并且已经在上下文中进行了广泛的探索。为此目的,成功地采用了各种不同的时空变形。然而,聚合物量子化方法是一种相对较新的,动态的领域,它是从环量子引力的对称扇区中出现的量子引力现象学。在本文中,我们扩展了聚合物量化的标准思想,以发现聚合物变形参数上一个新的更严格的界限。我们的协议依赖于光机械实验设置,最初是通过将最小长度嵌入标准规范换向关系中来探索一些有趣的现象的。我们扩展了该方案,以探查质量约为普朗克尺度的机械振荡器的质心模式的聚合物长度变形正则换向关系。该方法利用在光腔内部与高强度光脉冲交换相关机械信息的新颖性。我们还证明了我们的建议在当前技术的范围之内,因此,它可以通过一个简单的台式实验来揭示量子引力现象的体面实现。

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