Chinese Physics C > 2002, Vol. 26 > Issue(5): 507-515

Synthetical Analysis of the Spin Assignment for the Superdeformed Bands in A≈190 Region

DI Yao-Min^,

Department of Physics Xuzhou Normal University, Xuzhou 221009, China

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Abstract：
The spin assignment for the superdeformed bands of even-even nuclei in A≈190 region is given by means of using the method of synthetical analysis. In this work, the I(I+1) expression is used to fit the experimental data of the transition γ energies. In contrast to other procedure, the convergence process of the series expansions is put stress upon, whereas taking how many terms exactly in the expression does not emphasized. Moreover as well as the method of fitting the physical quantity, by use of these series expansions the moment of inertia of band heads is also calculated and then the systematics is used for the spin assignments. In practice, when the experimental data is abundant the systematics of the moment of inertia of band heads is more efficient than the method of fitting the physical quantity in the spin assignment. As for a few bands which spin assignment is difficult, the deviation from the typical rotational bands must be considered, which may be judged easily from the second class of moment of inertia of the bands. Finally the results of the spin assignment and the comparison with other literature are presented. These results should be more reliable.

References

[1]

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[4]	LIU Shu-Xin. Configuration Structure of Superdeformed Bands in A～190 Mass Region. Chinese Physics C, 2005, 29(9): 871-874.
[5]	TANG Jie,LIU Yu-Xin. Systematic Description of the Superdeformed Bands of the Odd-A Nuclei in the A≈190 Mass Region. Chinese Physics C, 2004, 28(10): 1055-1064.
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[7]	DI Yao-Min. Analysis by Synthesis of the Spin Assignment for the Superdeformed Single Bands in A≈190 Odd Nuclei. Chinese Physics C, 2003, 27(6): 503-506.
[8]	WU Chong-Shi,LI Zhong-Hua. Spin Assignments of Superdeformed Bands in Europium. Chinese Physics C, 2001, 25(2): 121-128.
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[10]	GUO Jian-You,XU Fu-Xin,RUAN Tu-Nan. Further Discussion on the Spin-Determination of Superdeformed Bands in the A～190 Region. Chinese Physics C, 2001, 25(6): 514-520.
[11]	FANG XiangZheng,LI XianYin,RUAN TuNan. Description of the Superdeformed Bands in A～190 Region with a Three-Parameter Formula. Chinese Physics C, 2000, 24(4): 312-319.
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[13]	Zhou Shangui,Xu Furong,Zheng Chunkai,Hu Jimin. Alignment Additivity of Superdeformed Bands of Odd-Odd Nuclei in A=190 Region. Chinese Physics C, 1999, 23(8): 803-806.
[14]	Wu Chongshi,Zhou Zhining. Re-discussion of the Spin Assignments of the Superdeformed Bands in A≈190 Region (Ⅲ) Doubly Odd Superdeformed Nuclei. Chinese Physics C, 1999, 23(12): 1209-1215.
[15]	Wu Chongshi,Li Zhonghua. Re-discussion of the Spin Assignments of the Superdeformed Bands in A≈190 Region (Ⅱ) Odd Superdeformed Nuclei. Chinese Physics C, 1999, 23(8): 797-802.
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DI Yao-Min. Synthetical Analysis of the Spin Assignment for the Superdeformed Bands in A≈190 Region[J]. Chinese Physics C, 2002, 26(5): 507-515.

DI Yao-Min. Synthetical Analysis of the Spin Assignment for the Superdeformed Bands in A≈190 Region[J]. Chinese Physics C, 2002, 26(5): 507-515. shu

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Received: 2001-06-26
Revised: 1900-01-01

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通讯作者:陈斌, bchen63@163.com

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沈阳化工大学材料科学与工程学院沈阳 110142

Synthetical Analysis of the Spin Assignment for the Superdeformed Bands in A≈190 Region

Corresponding author:DI Yao-Min,

Department of Physics Xuzhou Normal University, Xuzhou 221009, China

Received Date:2001-06-26

Accepted Date:1900-01-01

Available Online:2002-05-05

Abstract:The spin assignment for the superdeformed bands of even-even nuclei in A≈190 region is given by means of using the method of synthetical analysis. In this work, the I(I+1) expression is used to fit the experimental data of the transition γ energies. In contrast to other procedure, the convergence process of the series expansions is put stress upon, whereas taking how many terms exactly in the expression does not emphasized. Moreover as well as the method of fitting the physical quantity, by use of these series expansions the moment of inertia of band heads is also calculated and then the systematics is used for the spin assignments. In practice, when the experimental data is abundant the systematics of the moment of inertia of band heads is more efficient than the method of fitting the physical quantity in the spin assignment. As for a few bands which spin assignment is difficult, the deviation from the typical rotational bands must be considered, which may be judged easily from the second class of moment of inertia of the bands. Finally the results of the spin assignment and the comparison with other literature are presented. These results should be more reliable.

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Synthetical Analysis of the Spin Assignment for the Superdeformed Bands in A≈190 Region

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