Alpha radioactivity in heavy and super heavy elements
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An improved Gamow-like formula for α-decay half-lives
2022, Nuclear Physics ACitation Excerpt :Theoretically, α-decay was firstly explained as a quantum tunneling effect in the works of Gamow [33] and of Condon and Gurney [34]. Since then, based on the quantum tunneling effect, various models have been proposed to describe the α-decay process [35–50]. In addition, some analytic formulas and semi-empirical relationships [51–61], such as the Royer formula [51], VSS formula [52,53], Sobiczewski-Parkhomenko formula [54,55] and Horoi formula [56], were proposed to calculate the α-decay half-lives.
α-decay half-lives new semi-empirical relationship including asymmetry, angular momentum and shell effects
2022, Nuclear Physics ACitation Excerpt :In 1928, the first useful theoretical model of the alpha decay as a pure quantum tunneling effect was published by Gamow [12], Condon and Gurney [13]. After that many different empirical and semi-empirical formula have been derived for alpha decay half-lives [14–26], which are important for predicting experimental data, e.g. for superheavy nuclei (SHN) [27,28]. Y. Ren and Z. Ren used new Geiger and Nuttall law for alpha decay half-lives by taking into account the effect of quantum number [29].
Exploring the ground state bulk and decay properties of the nuclei in superheavy island
2022, Nuclear Physics AImproved effective liquid drop model for α-decay half-lives
2022, Nuclear Physics ACitation Excerpt :Theoretically, α-decay can date back to the pioneering works of Gamow [2] and of Condon and Gurney [3], which was described as a quantum tunneling effect. Since then, on the basis of this picture, many phenomenological and microscopic models have been proposed to describe the process of α-decay [19–45]. The experimental α-decay half-lives are reproduced more or less satisfactorily by these theoretical models.
α-decay half-lives of neutron-deficient nuclei
2019, Nuclear Physics ACitation Excerpt :On the aspect of the theoretical study, the α radioactivity was explained successfully as a typical quantum tunneling effect by Gamov [12] and by Condon and Gurney [13] in 1928. Since then, various theoretical models and empirical formulas were proposed to calculate the α-decay half-lives [14–43]. The experimental α-decay half-lives can be reproduced more or less satisfactorily by these theoretical models and formulas [14–43].
Studies on the cold binary fragmentation of even–even <sup>230–250</sup>U isotopes
2019, Comptes Rendus Physique