arrow
返回

Nuclear energy density optimization: Shell structure

delete2014-05-15
delete186
delete
OA
AI
M
M. Kortelainen *
J
Jordan McDonnell
W
W. Nazarewicz
E
E. Olsen
P
P.‐G. Reinhard
J
J. Sarich
N
N. Schunck
S
Stefan M. Wild
D
D. Davesne
J
J. Erler
A
Alessandro Pastore
DOI:10.1103/PhysRevC.89.054314delete
delete原文链接
delete分享
delete收藏
查看原文
摘要

摘要

En 中文
Background: Nuclear density functional theory is the only microscopical theory that can be applied throughout the entire nuclear landscape. Its key ingredient is the energy density functional. Purpose: In this work, we propose a new parametrization UNEDF2 of the Skyrme energy density functional. Methods: The functional optimization is carried out using the POUNDerS optimization algorithm within the framework of the Skyrme Hartree-Fock-Bogoliubov theory. Compared to the previous parametrization UNEDF1, restrictions on the tensor term of the energy density have been lifted, yielding a very general form of the energy density functional up to second order in derivatives of the one-body density matrix. In order to impose constraints on all the parameters of the functional, selected data on single-particle splittings in spherical doubly-magic nuclei have been included into the experimental dataset. Results: The agreement with both bulk and spectroscopic nuclear properties achieved by the resulting UNEDF2 parametrization is comparable with UNEDF1. While there is a small improvement on single-particle spectra and binding energies of closed shell nuclei, the reproduction of fission barriers and fission isomer excitation energies has degraded. As compared to previous UNEDF parametrizations, the parameter confidence interval for UNEDF2 is narrower. In particular, our results overlap well with those obtained in previous systematic studies of the spin-orbit and tensor terms. Conclusions: UNEDF2 can be viewed as an all-around Skyrme EDF that performs reasonably well for both global nuclear properties and shell structure. However, after adding new data aiming to better constrain the nuclear functional, its quality has improved only marginally. These results suggest that the standard Skyrme energy density has reached its limits, and significant changes to the form of the functional are needed.
Keyword:
MEAN-FIELD
PARAMETRIZATION
STATE
PART
AI总结

AI总结

对已上传原文的论文进行重点信息的提取,主要内容包括:简要概述、研究摘要、背景介绍、关键亮点、图文解析、展望与总结。

期刊

Physical Review C 封面图
Physical Review C
IF:
3.4
论文数:
2.9W
被引数:
5.7W

机构

U
university of jyvaskyla
学者数:
6.3K
论文数: 6.8K
被引数: 12
U
Universite Claude Bernard Lyon 1
学者数:
2.4W
论文数: 1.7W
被引数: 156
U
University of Warsaw
学者数:
1.2W
论文数: 1.1W
被引数: 1.1W
A
Argonne National Laboratory
学者数:
1.1W
论文数: 9.2K
被引数: 3.8W
L
Lawrence Livermore National Laboratory
学者数:
6.0K
论文数: 3.8K
被引数: 9
U
united states department of energy (doe)
学者数:
11.3W
论文数: 9.6W
被引数: 246
University of Tennessee System 封面图
University of Tennessee System
学者数:
2.9W
论文数: 2.7W
被引数: 115
学者 查看更多机构
引用论文

引用论文

Tensor part of the Skyrme energy density functional. II. Deformation properties of magic and semi-magic nuclei
err2009-12-03
err138
errOAAI
errBender, M.; Bennaceur, K.; Duguet, T.; Heenen, P. -H.; Lesinski, T.; Meyer, J.
err分享
err收藏
Global nuclear structure effects of the tensor interaction
err2009-12-08
err31
errOAAI
errZalewski, M.; Olbratowski, P.; Rafalski, M.; Satula, W.; Werner, T. R.; Wyss, R. A.
err分享
err收藏
Nuclear energy density optimization
err2010-08-13
err498
errOAAI
errKortelainen, M.; Lesinski, T.; More, J.; Nazarewicz, W.; Sarich, J.; Schunck, N.; Stoitsov, M. V.; Wild, S.
err分享
err收藏
Heavy-element fission barriers重元素裂变势垒
err2009-06-03
err418
PREAI
errMoller, Peter; Sierk, Arnold J.; Ichikawa, Takatoshi; Iwamoto, Akira; Bengtsson, Ragnar; Uhrenholt, Henrik; Aberg, Sven
err分享
err收藏
Characterisation and application of polyurethane copolymers grafted with photoluminescent dyes
err2014-07-28
err0
PREAI
errYong Chan Chung; Kiseok Yang; Jae Won Choi; Byoung Chul Chun
err分享
err收藏
Third minima in thorium and uranium isotopes in a self-consistent theory
err2013-05-22
err59
errOAAI
errMcDonnell, J. D.; Nazarewicz, W.; Sheikh, J. A.
err分享
err收藏
学者 查看更多内容