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Magic numbers for superheavy nuclei in relativistic continuum Hartree-Bogoliubov theory

机译:相对论连续体Hartree-Bogoliubov理论中超重核的幻数

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摘要

The magic proton and neutron numbers are searched in the superheavy region with proton number $Z$=100 - 140 and neutron number $N$= ($Z$+30) - (2$Z$+32) by the relativistic continuum Hartree-Bogoliubov (RCHB) theory with interactions NL1, NL3, NLSH, TM1, TW99, DD-ME1, PK1, and PK1R. Based on the two-nucleon separation energies $S_{2p}$ and $S_{2n}$, the two-nucleon gaps $\delta_{2p}$ and $\delta_{2n}$, the shell correction energies $E_{shell}^{p}$ and $E_{shell}^{n}$, the pairing energies $E_{pair}^{p}$ and $E_{pair}^{n}$, and the pairing gaps $\Delta_{p}$ and $\Delta_{n}$, $Z$=120, 132, and 138 and $N$=172, 184, 198, 228, 238, and 258 are suggested to be the magic numbers within the present approach. The $\alpha$-decay half-lives are also discussed. In addition, the potential energy surfaces of possible doubly magic nuclei are obtained by the deformation-constrained relativistic mean field (RMF) theory, and the shell effects stabilizing the nuclei are investigated. Furthermore, the formation cross sections of $^{292}_{172}$120 and $^{304}_{184}$120 at the optimal excitation energy are estimated by a phenomenological cold fusion reactions model with the structure information extracted from the constrained RMF calculation.
机译:相对论连续体Hartree在超重区域中搜索质子数为$ Z $ = 100-140且中子数为$ N $ =($ Z $ + 30)-(2 $ Z $ + 32)的质子和中子数-Bogoliubov(RCHB)理论,其相互作用为NL1,NL3,NLSH,TM1,TW99,DD-ME1,PK1和PK1R。基于两个核子的分离能量$ S_ {2p} $和$ S_ {2n} $,两个核子的间隙$ \ delta_ {2p} $和$ \ delta_ {2n} $,壳层校正能量$ E_ { shell} ^ {p} $和$ E_ {shell} ^ {n} $,配对能量$ E_ {pair} ^ {p} $和$ E_ {pair} ^ {n} $,以及配对差距$ \建议Delta_ {p} $和$ \ Delta_ {n} $,$ Z $ = 120、132和138和$ N $ = 172、184、198、228、238和258是目前的方法。还讨论了\\ alpha $-衰变的半衰期。另外,通过形变约束相对论平均场(RMF)理论获得了可能存在的双幻核的势能面,并研究了稳定核的壳效应。此外,采用现象学的冷聚变反应模型,利用从约束条件中提取的结构信息,估算了最佳激发能下的形成截面$ ^ {292} _ {172} $ 120和$ ^ {304} _ {184} $ 120 RMF计算。

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