Abstract

We present a precise calculation of the Lamb shift (2P1/2−2S1/2)(2P_{1/2}-2S_{1/2}) in muonic ions (μ36Li)2+, (μ37Li)2+(μ^6_3Li)^{2+},~(μ^7_3Li)^{2+}, (μ49Be)3+, (μ410Be)3+(μ^9_4Be)^{3+},~(μ^{10}_4Be)^{3+}, (μ510B)4+, (μ511B)4+(μ^{10}_5B)^{4+},~(μ^{11}_5B)^{4+}. The contributions of orders α3÷α6α^3\divα^6 to the vacuum polarization, nuclear structure and recoil, relativistic effects are taken into account. Our numerical results are consistent with previous calculations and improve them due to account of new corrections. The obtained results can be used for the comparison with future experimental data, and extraction more accurate values of nuclear charge radii.

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