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  1. Science in China Series A: Mathematics
  2. Science in China Series A: Mathematics : Volume 43
  3. Science in China Series A: Mathematics : Volume 43, Issue 8, August 2000
  4. Shape coexistence in$^{188}$Pb
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Science in China Series A: Mathematics : Volume 60
Science in China Series A: Mathematics : Volume 59
Science in China Series A: Mathematics : Volume 58
Science in China Series A: Mathematics : Volume 57
Science in China Series A: Mathematics : Volume 56
Science in China Series A: Mathematics : Volume 55
Science in China Series A: Mathematics : Volume 54
Science in China Series A: Mathematics : Volume 53
Science in China Series A: Mathematics : Volume 52
Science in China Series A: Mathematics : Volume 51
Science in China Series A: Mathematics : Volume 50
Science in China Series A: Mathematics : Volume 49
Science in China Series A: Mathematics : Volume 48
Science in China Series A: Mathematics : Volume 47
Science in China Series A: Mathematics : Volume 46
Science in China Series A: Mathematics : Volume 45
Science in China Series A: Mathematics : Volume 44
Science in China Series A: Mathematics : Volume 43
Science in China Series A: Mathematics : Volume 43, Issue 12, December 2000
Science in China Series A: Mathematics : Volume 43, Issue 11, November 2000
Science in China Series A: Mathematics : Volume 43, Issue 10, October 2000
Science in China Series A: Mathematics : Volume 43, Issue 9, September 2000
Science in China Series A: Mathematics : Volume 43, Issue 8, August 2000
Radar ambiguity function inL $_{ p }$ frame
A note on Rubin’s methods of the use of two Euler systems
Separativity of modules with finite exchange property
Central invariants of ρ-Lie algebras in Yetter-Drinfeld categories
Existence of infinite non-Birkoff periodic orbits for area-preserving monotone twist maps of cylinders
Bifurcations of nontwisted heteroclinic loop
Average number of iterations of some polynomial interior-point : Algorithms for linear programming
On the Structures and dimensions of Moran sets
Amplified spontaneous emission and its restraint in a terawatt Ti: Sapphire amplifier
Self-assembled InAs/GaAs quantum dots and quantum dot laser
Inner-shell photoabsorption spectra : A theoretical study to determine the geometry structure of the core excited methane
Search forJ $^{ PC }$=even$^{++}$ glueballs in radiative decay ofJ/Ψ
New β-delayed proton decays in the rare-earth region near the proton drip line
Shape coexistence in$^{188}$Pb
Science in China Series A: Mathematics : Volume 43, Issue 7, July 2000
Science in China Series A: Mathematics : Volume 43, Issue 6, June 2000
Science in China Series A: Mathematics : Volume 43, Issue 5, May 2000
Science in China Series A: Mathematics : Volume 43, Issue 4, April 2000
Science in China Series A: Mathematics : Volume 43, Issue 3, March 2000
Science in China Series A: Mathematics : Volume 43, Issue 2, February 2000
Science in China Series A: Mathematics : Volume 43, Issue 1, January 2000
Science in China Series A: Mathematics : Volume 42
Science in China Series A: Mathematics : Volume 41
Science in China Series A: Mathematics : Volume 40

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Shape coexistence in$^{188}$Pb

Content Provider Springer Nature Link
Author Chen, Xueshi Zhang, Xiaodong Shen, Shuifa Shi, Shuanghui Gu, Jiahui
Copyright Year 2000
Abstract The shape coexistence in$^{188}$Pb is investigated in terms of the projected shell model. Analyzing the experimental data with the calculated results, it is shown that the three shapes, sphere, oblate and prolate, coexist with each other in the low-lying excited states. The prolate band exhibits a mixture between two kinds of multi-particle-hole configuration. The mixing is discussed and the mixing coefficients are given, meaning the vi$_{12/2}$ pair alignment happens gradually in this case. The oblate (ϕh $_{9/2}$2p2h) band structure is predicted and the 2$^{+}$ prolate state is in the range of 804-880 keV.
Starting Page 892
Ending Page 896
Page Count 5
File Format PDF
ISSN 10069283
Journal Science in China Series A: Mathematics
Volume Number 43
Issue Number 8
e-ISSN 18622763
Language English
Publisher Science in China Press
Publisher Date 2000-01-01
Publisher Place Beijing
Access Restriction Subscribed
Subject Keyword shape coexistence low-lying excited states projected shell model Applications of Mathematics
Content Type Text
Resource Type Article
Subject Mathematics
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