论文标题
肌动剂和超核核中R过程模拟的协变量功能理论输入:基态和裂变特性
Covariant density functional theory input for r-process simulations in actinides and superheavy nuclei: the ground state and fission properties
论文作者
论文摘要
$ z = 90-120 $的均匀静态和超重核的基态和裂变特性的系统研究,从两种蛋白到两型中的滴水线,最多可正确评估系统理论不确定性的正确评估。这些结果为重核,尤其是用于研究裂变回收利用的R过程建模提供了必要的理论输入。本研究采用了代表CDFT模型的主要类别的四个全球测试的协变量函数(CEDF),即DD-PC1,DD-ME2,NL3*和PC-PK1。基态变形,结合能,两个中子分离能,$α$ -Decay $q_α$值和半衰期以及所有这些核的裂变屏障高度。这些物理可观察到的理论不确定性及其作为质子和中子数的函数的演变已经量化,并且已经确定了其主要来源。 $ z = 120 $,$ n = 184 $和$ n = 258 $的球形外壳封闭以及单粒子的结构(尤其是,高$ j $)状态以及雇用的CEDF的核物质特性是两个主要因素,这是两个主要因素,导致了理论上的不确定性。但是,这两个因素以不同的方式影响了不同的物理可观察物。例如,计算出的基态变形中的理论不确定性主要受到以前的因素的影响,而裂变屏障的理论不确定性取决于这两个因素。
The systematic investigation of the ground state and fission properties of even-even actinides and superheavy nuclei with $Z=90-120$ from the two-proton up to two-neutron drip lines with proper assessment of systematic theoretical uncertainties has been performed for the first time in the framework of covariant density functional theory (CDFT). These results provide a necessary theoretical input for the r-process modeling in heavy nuclei and, in particular, for the study of fission recycling. Four state-of-the-art globally tested covariant energy density functionals (CEDFs), namely, DD-PC1, DD-ME2, NL3* and PC-PK1, representing the major classes of the CDFT models are employed in the present study. Ground state deformations, binding energies, two neutron separation energies, $α$-decay $Q_α$ values and half-lives and the heights of fission barriers have been calculated for all these nuclei. Theoretical uncertainties in these physical observables and their evolution as a function of proton and neutron numbers have been quantified and their major sources have been identified. Spherical shell closures at $Z=120$, $N=184$ and $N=258$ and the structure of the single-particle (especially, high-$j$) states in their vicinities as well as nuclear matter properties of employed CEDFs are two major factors contributing into theoretical uncertainties. However, different physical observables are affected in a different way by these two factors. For example, theoretical uncertainties in calculated ground state deformations are affected mostly by former factor, while theoretical uncertainties in fission barriers depend on both of these factors.