【摘要】 在路径积分量子化框架下 ,利用复变函数论中的保角变换与Plana求和公式 ,计算了 (2 +1 )维空间中两个非平行导线型边界下Maxwell Chern Simons场的Casimir效应 .不引入任何截断参数 ,而得出有限的解析表达式更多还原

【Abstract】 Based on the Faddeev formalism of path_integral quantization for a constrained Hamiltonian system, the Casimir effect between two non_parallel lines in the (2+1)_dimensional space is calculated by using conformal mapping and Plana summation formula in the theory of complex variable function. Without introducing any cutoff of parameter, the finite analytical expression is obtained.更多还原