论文标题
圆形几何的排斥casimir效应
A Repulsive Casimir Effect for Circular Geometries
论文作者
论文摘要
使用数值分析延续，我们计算了2+1个尺寸的圆形几何形状的Casimir效应的Zeta函数。减去Zeta函数的简单极（基本上是MS重新归一化）后，我们发现Casimir力是排斥力的。讨论了对2+1维域壁和3+1维膜的稳定性的影响，尤其是在强烈耦合基础物理学的背景下。
Using numerical analytic continuation, we compute the Zeta function for the Casimir Effect for circular geometries in 2+1 dimensions. After subtraction of the simple pole of the zeta function, essentially MS renormalization, we find the Casimir force is repulsive. Implications for the stability of 2+1 dimensional domain walls and Axion membranes in 3+1 dimensions are discussed, especially in the context of strongly coupled underlying physics.
