Abstract

The life-time of the four-body atomic system MuPs (μ+e2−e+μ^{+} e^{-}_2 e^{+} or muonium-positronium) against positron annihilation has been evaluated as τ=1Γ≈4.076453⋅10−10τ= \frac{1}Γ \approx 4.076453 \cdot 10^{-10} secsec. Various annihilation rates for MuPs are determined to a good numerical accuracy, e.g., Γ2γ≈Γ_{2 γ} \approx 2.446485⋅109\cdot 10^{9} sec−1sec^{-1}, Γ3γ≈Γ_{3 γ} \approx 6.62798⋅106\cdot 10^{6} sec−1sec^{-1}, Γ4γ≈Γ_{4 γ} \approx 3.61680⋅103\cdot 10^{3} sec−1sec^{-1}, Γ5γ≈Γ_{5 γ} \approx 6.32973 sec−1sec^{-1}. The hyperfine structure splitting for the ground state in the MuPs system has also been evaluated as ΔΔ = 23.078 MHzMHz.

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