Bulk Viscosity of Strange Quark Matter at First-Order Perturbative QCD Approximation

YU Yun-Wei; ZHENG Xiao-Ping

Chinese Physics C> 2004, Vol. 28> Issue(3) : 258-261

Bulk Viscosity of Strange Quark Matter at First-Order Perturbative QCD Approximation

YU Yun-Wei ^, ,
ZHENG Xiao-Ping

College of Physical Science and Technology,Central China Normal University,Wuhan 430079,China

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Abstract：
Taking the thermodynamics potential for cold dense QCD in perturbation theory to the first order in coupling constant account, we calculate the bulk viscosity of strange quark matter(SQM), and find that the result is approximately 10 2 times than that of the ideal quark gas. In comparison with quasi-particle description model, we have the same result in order of magnitude. It is useful to improve the theory prediction that to apply the result to the calculation of the rotation speed limit, which is favorable for the explanation of the observation.

References

[1]

.Witt en E.Phys.Rev.,1984,D30:2722.Scherler K,Greiner C,Bielich J S et al.Nucl.Phys.,2000,A677:4633.Glendenning N K.Compact Stars(Spinger-Verlag,1997)4.WANG Q D,LU T.Phys.Lett.,1984,148B:2115.Madsen J.Phys.Rev.,1992,D46:32906.ZHENG Xiao-Ping,YANG Shu-Hua,LI Jia..Rong et al.Phys.Lett.,2002,B548:297.YANG Shu-Hua,ZHENG Xiao-Ping et al.HEP NP,2003,27(4):328-331(in Chinese)(杨书华,郑小平等.高能物理与核物理,2003,27(4):328—331)8.Farhi E,Jaffe R L.Phys.Rev.,1984,D30:23799.Sawyer R F.Phys.Lett.,1989,B233:41210.Andersson N.Astrophys.J.,1998,502:70811.Madsen J.Phys.Rev.Lett.,2000,85:1012.ZHENG Xiao-Ping,YANG Shu..Hua,LI Jia-Rong.Astrophys.J.Lett.,2003,585:135

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[18]	HE Han-Xin , ZHANG Xi-Zhen , ZHUO Yi-Zhong . QCD PERTURBATION THEORY OF CONFINED QUARKS AND GLUONS AND THE COMPONENTS OF SEA QUARKS WITHIN A PROTON. Chinese Physics C, 1983, 7(5): 626-632.
[19]	HE HAN-XING , ZHUO YI-ZHONG , SA BEN-HAO . QCD PERTURBATION THEORY FOR CONFINED QUARKS AND NUCLEI——(2) THE STRUCTURE OF THE NUCLEON-MESON COUPLING. Chinese Physics C, 1982, 6(2): 231-242.
[20]	FENG REN-FA , WU XI-ZHEN , ZHANG XI-ZHEN , ZHUO YI-ZHONG . MICROSCOPIC CALCULATION OF VISCOSITY COEFFICIENT IN HEAVY NUCLEI. Chinese Physics C, 1981, 5(3): 346-351.

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YU Yun-Wei and ZHENG Xiao-Ping. Bulk Viscosity of Strange Quark Matter at First-Order Perturbative QCD Approximation[J]. Chinese Physics C, 2004, 28(3): 258-261.

YU Yun-Wei and ZHENG Xiao-Ping. Bulk Viscosity of Strange Quark Matter at First-Order Perturbative QCD Approximation[J]. Chinese Physics C, 2004, 28(3): 258-261. shu

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Received: 2003-06-20
Revised: 1900-01-01

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Bulk Viscosity of Strange Quark Matter at First-Order Perturbative QCD Approximation

YU Yun-Wei ^,
ZHENG Xiao-Ping

Corresponding author: YU Yun-Wei,

College of Physical Science and Technology,Central China Normal University,Wuhan 430079,China

Received Date: 2003-06-20
Accepted Date: 1900-01-01
Available Online: 2004-03-05

Abstract: Taking the thermodynamics potential for cold dense QCD in perturbation theory to the first order in coupling constant account, we calculate the bulk viscosity of strange quark matter(SQM), and find that the result is approximately 10 2 times than that of the ideal quark gas. In comparison with quasi-particle description model, we have the same result in order of magnitude. It is useful to improve the theory prediction that to apply the result to the calculation of the rotation speed limit, which is favorable for the explanation of the observation.