论文标题
Casimir Energy和拓扑质量，用于违反Lorentz的大规模标量场
Casimir energy and topological mass for a massive scalar field with Lorentz violation
论文作者
论文摘要
洛伦兹对称违规的以太型理论模型被认为是为了研究Casimir效应和与自我相互交互的大规模标量领域相关的拓扑质量，遵守Dirichlet，Newman，Newman和混合边界条件在两个大型和平行板上。通过采用路径积分方法，我们发现在一环校正和两层校正下的有效电位，在标量场的基态下，可以提供能量密度和拓扑质量。然后，我们分析这些数量如何受洛伦兹对称性违规的影响，并将结果与文献中的先前结果进行比较。
A Lorentz symmetry violation aether-type theoretical model is considered to investigate the Casimir effect and the generation of topological mass associated with a self-interacting massive scalar fields obeying Dirichlet, Newman and mixed boundary conditions on two large and parallel plates. By adopting the path integral approach we found the effective potential at one- and two-loop corrections which provides both the energy density and topological mass when taken in the ground state of the scalar field. We then analyse how these quantities are affected by the Lorentz symmetry violation and compare the results with previous ones found in literature.
