论文标题
零二阶校正较弱的重力领域中的Casimir能量：Schwinger的方法
Null second order corrections to Casimir energy in weak gravitational field: The Schwinger's approach
论文作者
论文摘要
我们通过Schwinger的方法表明，在静态的弱重力背景中，真正无质量标量场的Casimir能量遵循矩形板上的Dirichlet边界条件并未改变其平坦的时空值。考虑到相当一般的背景类别，获得了结果，从而为先前的工作增加了一般性和一致性测试。提出的结果对文献中早期作品的直接后果发现了与重力相关的类似设置的校正。
We show through Schwinger's approach that in a static weak gravitational background, the Casimir Energy for a real massless scalar field obeying Dirichlet boundary conditions on rectangular plates is unaltered from it's flat space-time value. The result is obtained considering an rather general class of backgrounds, adding further generality and consistency test for the previous work. The proposed result has direct consequences on earlier works in the literature that found gravity related corrections for similar setups.
