基于第一性原理的Casimir能量的两两求和近似
Pairwise Summation Approximation of Casimir energy from first principles
摘要：
我们从第一性原理出发，得到了在软介电和软抗磁极限下Casimir能量的成对求和近似（PSA），从而发现PSA是Casimir能量的一个渐近近似，适用于大的物体间距离。我们还得到了Casimir能量中电磁耦合部分的PSA，从而首次完成了完整电磁场的PSA极限。
英文摘要：
We obtain the Pairwise Summation Approximation (PSA) of the Casimir energy from first principles in the soft dielectric and soft diamagnetic limit, so we find that the PSA is an asymptotic approximation of the Casimir energy valid for large distances between the objects. We also obtain the PSA for the electromagnetic coupling part of the Casimir energy, so we are able to complete the PSA limit at a first time for the complete electromagnetic field.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
