We present tabulated data for the nuclear magnetic shielding constants ($\sigma$) of the Dirac one-electron atoms with a pointlike, motionless and spinless nucleus of charge $Ze$. Utilizing the exact general analytical formula for $\sigma$ derived by us (Stefańska, 2016) valid for an arbitrary discrete energy eigenstate, we have computed the numerical values of the magnetic shielding factors for the ground state and for the first and the second set of excited states, i.e.: 2s${}_{1∕2}$, 2p${}_{1∕2}$, 2p${}_{3∕2}$, 3s${}_{1∕2}$, 3p${}_{1∕2}$, 3p${}_{3∕2}$, 3d${}_{3∕2}$, and 3d${}_{5∕2}$, of the relativistic hydrogenic ions with the nuclear charge numbers from the range $1⩽Z⩽137$. The comparisons of our results with the numerical values reported by other authors for some atomic states are also presented.

我们提供了核磁屏蔽常数的列表数据（$\sigma$）的Dirac单电子原子具有点状，静止和无自旋的电荷核 $žË$。利用精确的一般分析公式$\sigma$ 由我们推导（Stefańska，2016年）对任意离散能量本征态有效，我们已经计算了基态以及第一和第二组激发态的磁屏蔽系数的数值，即：2s${}_{\mathrm{1个}∕2}$，2p${}_{\mathrm{1个}∕2}$，2p${}_{3∕2}$，3秒${}_{\mathrm{1个}∕2}$，3p${}_{\mathrm{1个}∕2}$，3p${}_{3∕2}$，3d${}_{3∕2}$和3d${}_{5∕2}$的相对论氢离子，其核电荷数在 $\mathrm{1个}⩽ž⩽137$。还介绍了我们的结果与其他作者报告的某些原子态数值的比较。