论文标题
三粒子电子离子$（μeli）$，$（μebe）$，$（μeb）$中的低洼电子能级
Low-lying electron energy levels in three-particle electron-muon ions $(μe Li)$, $(μe Be)$, $(μe B)$
论文作者
论文摘要
电子羊肉移位$（2p-2s）$和锂，铍和硼的Muon-Electron离子的能量间隔$（2S-1S）$（2S-1S）$（2S-1S）$（2S-1S）$（2S-1S）$（2S-1S）$（2S-1S）$（2S-1S）$（2S-1S）$（2s-1s）$（2S-1S）$（beryllium and Boron和Boron）在良好结构常数的扰动理论方法的框架内计算出来。考虑到扰动理论的第一和第二阶的校正，包括真空极化，核结构和后坐力的影响。将扰动理论中获得的分析结果与变异方法中的计算结果进行了比较。羔羊移位$（2P-2S）$和间隔$（2S-1S）$获得的值可用于与未来的实验数据和量子电动力学的验证进行比较。
The electron Lamb shift $(2P-2S)$ and the energy interval $(2S-1S)$ in muon-electron ions of lithium, beryllium, and boron have been calculated within the framework of the perturbation theory method for the fine structure constant and the electron-muon mass ratio. The corrections of the first and second orders of the perturbation theory, which include the effects of vacuum polarization, nuclear structure and recoil, are taken into account. The obtained analytical results in perturbation theory are compared with the results of calculations within the variational approach. The obtained values for the Lamb shift $(2P-2S)$ and the interval $(2S-1S)$ can be used for comparison with future experimental data and verification of quantum electrodynamics.
