论文标题
氢原子的重力张量 - 单向矩矩$ {\ cal o}（α）$
Gravitational Tensor-Monopole Moment of Hydrogen Atom To Order ${\cal O}(α)$
论文作者
论文摘要
我们在氢原子的基础状态下计算动量 - 电流密度$ t^{ij} $的重力张量 - 单向矩，以订购量子电动力学中的$ {\ cal o}（α）$（α）$（QED）。结果是\ begin {align}τ_h/τ_0-1= \ frac {4α} {3π} \ left（\lnα^2-0.028 \ right）\ nonumber \ end eend {align}其中$τ_0= \τ_0= \ \ hbar^2/4m_e $是领先的时刻。近级校正的物理学类似于著名的能量水平的羔羊转移的物理。
We calculate the gravitational tensor-monopole moment of the momentum-current density $T^{ij}$ in the ground state of the hydrogen atom to order ${\cal O}(α)$ in quantum electrodynamics (QED). The result is \begin{align} τ_H/τ_0 - 1 = \frac{4α}{3π}\left(\lnα^2-0.028\right) \nonumber \end{align} where $τ_0= \hbar^2/4m_e$ is the leading-order moment. The physics of the next-to-leading-order correction is similar to that of the famous Lamb shift for energy levels.
