论文标题
来自无限范围和扩张对称性的Casimir相互作用
Casimir interactions from infinite range and dilation symmetry
论文作者
论文摘要
使用现有方法评估了一类平行板的一类离散自相似配置的Casimir相互作用能量。与有吸引力的Casimir力特征的相似性仅在无限范围的配置范围内推断出来。此外，对于Landau-Ginzburg标量场的高斯模型，定性地描述了类似Casimir的能量的出现。它与统计领域中自相似性的相关性显示在无限波动范围内。
The Casimir interaction energy for a class of discrete self-similar configuration of parallel plates is evaluated using existing methods. The similarities to characteristics of an attractive Casimir force is deduced only at infinite range of configuration. Further, the emergence of Casimir-like energy is qualitatively described for a Gaussian model of Landau-Ginzburg scalar field. Its relevance to self-similarity in the statistical field is shown at infinite range of fluctuations.
