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- W2180039999 abstract "A method is developed to consider the particle-phonon coupling (PC) effects in the calculation of the odd-even double mass differences (DMD) in semi-magic nuclei starting from the free $NN$-potential. The PC correction $delta Sigma^{rm PC}$ to the mass operator $Sigma$ is found in $g_L^2$-approximation, $g_L$ being the vertex of creating the $L$-phonon. The tadpole term of the operator $delta Sigma^{rm PC}$ is taken into account. The method is based on a direct, without any use of the perturbation theory, solution of the Dyson equation with the mass operator $Sigma(epsilon){=}Sigma_0{+}delta Sigma^{rm PC}(epsilon)$ for finding the single-particle energies and $Z$-factors. In its turn, they are used as an input for finding different PC corrections to the DMD values. Results for a chain of even semi-magic nuclei $^{200-206}$Pb show that the inclusion of the PC corrections makes agreement with the experimental data significantly better." @default.
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- W2180039999 date "2016-12-01" @default.
- W2180039999 modified "2023-10-16" @default.
- W2180039999 title "Phonon–particle coupling effects in odd–even double mass differences of semi-magic nuclei" @default.
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- W2180039999 doi "https://doi.org/10.1134/s0021364016230144" @default.
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