Revision of the semi-empirical mass formula coefficients by using the ame2020 database

被引:1
|
作者
Gjorgievska, Sara [1 ]
Kochankovski, Hristijan [1 ,2 ,3 ]
Stankovic, Koviljka [4 ]
Barandovski, Lambe [1 ]
机构
[1] Univ Ss Cyril & Methodius, Inst Phys, Fac Nat Sci & Math, POB 162, Skopje 1000, North Macedonia
[2] Univ Barcelona, Dept Fis Quant & Astrofis, Marti & Franques 1, Barcelona 08028, Spain
[3] Univ Barcelona, Inst Ciencies Cosmos, Marti & Franques 1, Barcelona 08028, Spain
[4] Univ Belgrade, Sch Elect Engn, Bulevar Kralja Aleksandra 73, Belgrade 11000, Serbia
关键词
Semi-empirical mass formula; Binding energy; Energy term coefficients; Least-squares fit; AME; 2016; 2020;
D O I
10.1016/j.nucengdes.2024.113403
中图分类号
TL [原子能技术]; O571 [原子核物理学];
学科分类号
0827 ; 082701 ;
摘要
This work aims to revise the coefficients of the Bethe-Weizsa<spacing diaeresis>cker's Semi-empirical mass formula by using the latest version release of the Atomic Mass Evaluation Database (AME2020). The updated values of five energy term coefficients are determined based on the binding energy of a total of 2548 nuclei from AME2020 database. Least-squares fitting is used to obtain a new set of mass formula coefficients. The results obtained are in good agreement with the experimental AME2020 data in a wide range of the nuclei binding energy. The relative error, with respect to the experimental data does not exceed 1%, which is less than the oscillations obtained in the other works using earlier database version AME2016 due to the more accurate measurements and the larger data sample. The semi-empirical mass formula provides a good approximation of the atomic masses and thereby, with the refined coefficient values given here, other effects in the nuclear fission engineering can be calculated with higher accuracy.
引用
收藏
页数:5
相关论文
共 50 条
  • [31] Semi-empirical estimation of thermal expansion coefficients of oxides
    Inaba, H
    JAPANESE JOURNAL OF APPLIED PHYSICS PART 1-REGULAR PAPERS SHORT NOTES & REVIEW PAPERS, 1996, 35 (9A): : 4730 - 4735
  • [32] A NEW STUDY OF SLATER SEMI-EMPIRICAL SCREENING COEFFICIENTS
    BAKER, JW
    DENNIS, JC
    TEXAS JOURNAL OF SCIENCE, 1969, 20 (03): : 283 - &
  • [33] Nuclear Binding Energy Using Semi Empirical Mass Formula
    Ankita
    Suthar, B.
    INTERNATIONAL CONFERENCE ON CONDENSED MATTER AND APPLIED PHYSICS (ICC 2015), 2016, 1728
  • [34] Semi-empirical formulae for Λ-binding energy in hypernuclei using mass distribution
    Rahman Khan M.Z.
    Neelofer N.
    Suhail M.A.
    Pramana, 1997, 48 (5) : 1027 - 1034
  • [35] A SEMI-EMPIRICAL FORMULA FOR THE ENERGY-DEPENDENCE OF THE SPUTTERING YIELD
    MATSUNAMI, N
    YAMAMURA, Y
    ITIKAWA, Y
    ITOH, N
    KAZUMATA, Y
    MIYAGAWA, S
    MORITA, K
    SHIMIZU, R
    RADIATION EFFECTS LETTERS, 1980, 57 (1-2): : 15 - 21
  • [36] Semi-empirical formula for spontaneous fission half life time
    Santhosh, K. P.
    Biju, R. K.
    Sahadevan, Sabina
    NUCLEAR PHYSICS A, 2010, 832 (3-4) : 220 - 232
  • [37] A semi-empirical formula of beach slope on flat lower platforms
    Mingo, Ivana M.
    Lacaze, Laurent
    Almar, Rafael
    COASTAL ENGINEERING, 2024, 190
  • [38] SEMI-EMPIRICAL FORMULA FOR THE CRITICAL-TEMPERATURE OF COVALENT LIQUIDS
    SLADKOV, IB
    ZHURNAL FIZICHESKOI KHIMII, 1981, 55 (05): : 1338 - 1340
  • [39] A semi-empirical formula for calculating the breaking depth of plunging waves
    Xie, Wenang
    Shibayama, Tomoya
    Esteban, Miguel
    COASTAL ENGINEERING JOURNAL, 2019, 61 (02) : 199 - 209
  • [40] SEMI-EMPIRICAL FORMULA FOR NUCLEAR LEVEL DENSITY + FISSION ASYMMETRY
    ABDELMALEK, NN
    STAVINSKY, VS
    NUCLEAR PHYSICS, 1964, 58 (04): : 601 - &