玻色-爱因斯坦凝聚体的普朗克尺度效应

F. Briscese, M. Grether, M. de Llano
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引用次数: 13

摘要

研究了闵可夫斯基能量-动量色散关系的普朗克尺度变形对非俘获玻色-爱因斯坦凝聚体(BECs)现象学的影响。这种变形会引起BEC的冷凝温度Tc的变化,对于特定的变形函数形式,这种变化可以与当前在Tc上测量的精度一样大。对于粒子密度n≃1012cm−3的8537Rb冷原子BEC,我们发现分数阶位移为10−4阶,但对于更稀的BEC,分数阶位移可能更大。我们讨论了用bec计划特定实验的可能性,这些实验可能为普朗克尺度物理提供现象学约束。这些对Tc的修正对于超相对论性bec来说是非常小的,这意味着,在某些情况下,普朗克尺度效应可能在低能量过程中比高能过程更重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Planck-scale effects on Bose-Einstein condensates
The effects of a Planck-scale deformation of the Minkowski energy-momentum dispersion relation on the phenomenology of non-trapped Bose-Einstein condensates (BECs) are examined. Such a deformation is shown to cause a shift in the condensation temperature Tc of the BEC and, for a specific functional form of deformation, this shift can be as large as the current measured precision on Tc. For a 8537Rb cold-atom BEC with a particle density n≃1012cm−3 we find a fractional shift of order 10−4, but this can be much larger for even more dilute BECs. We discuss the possibility of planning specific experiments with BECs that might provide phenomenological constraints on Planck-scale physics. These corrections to Tc are found to be extremely small for ultrarelativistic BECs implying that, in some cases, Planck-scale effects may be more important in low- rather than high-energy processes.
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