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Proton radioactivity within the generalized liquid drop model with various versions of proximity potentials
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Yu-Qi Xin,Jun-Gang Deng,Hong-Fei Zhang
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Table 1. The second column denotes the RMS deviations between logarithmic calculated proton radioactivity half-lives by GLDM with different proximity potentials and experimental data. The last column denotes the logarithmic values of proton radioactivity half-lives of 146Tm calculated by GLDM with different proximity potentials. The half-lives are in units of 's’.
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GLDM with proximity potential | σ | ${\mathrm{log}}_{10}{T}_{1/2}^{{}^{146}{\rm{Tm}}}$ | Prox.77-1 | 0.6646 | −0.747 35 | Prox.77-2 | 0.6663 | −0.751 23 | Prox.77-3 | 0.6774 | −0.777 33 | Prox.77-4 | 0.6718 | −0.764 27 | Prox.77-5 | 0.6703 | −0.760 57 | Prox.77-6 | 0.6728 | −0.766 37 | Prox.77-7 | 0.6722 | −0.765 00 | Prox.77-8 | 0.6645 | −0.747 21 | Prox.77-9 | 0.6722 | −0.764 99 | Prox.77-10 | 0.6723 | −0.765 18 | Prox.77-11 | 0.6681 | −0.755 48 | Prox.77-12 | 0.6639 | −0.745 53 | Prox.77-13 | 0.6635 | −0.744 90 | Prox.81 | 0.6652 | −0.750 41 | Bass80 | 0.6814 | −0.786 00 | Original one | 0.7037 | −0.833 77 |
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