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1.
粲夸克偶素强衰变之谜   总被引:1,自引:0,他引:1  
顾以藩 《物理》1996,25(2):65-67
北京正负电子对撞机的最新实验研究结果在高灵敏度水平上展出了粲夸克偶素物理中的强衰变之谜,新反常衰变道的发现突破了这个谜的原有图像,对理论提出了新的挑战。  相似文献   

2.
顾以藩  李新华 《物理》1999,28(5):257-259
北京谱仪合作组利用其在北京正负电子对撞机上采集的379万ψ(2S)数据研究了ψ(2S)新的强衰变过程.在末态为矢量·张量介子对ωf2,ρa2,K0K02及f′2(1525)的衰变过程中观察到ψ(2S)相对于J/ψ分支比的比值显著偏离理论预期值的反常表现  相似文献   

3.
顾以藩  苑长征 《物理》2001,30(2):65-67,80
北京谱仪合作组利用其在北京正负电子对撞机上采集的ψ(2S)大数据样本,通过ψ(2S)的辐射跃迁及强子跃迁过程,开展了粲偶素物理的广泛研究。测量了xc0、xcl、xc2、ηc和J/ψ粒子有有关性质,寻找了ηc(2s)和hc(1P)粒子。因一系列重要结果中有:xc0粒子的宽度与质量、ηc粒子的质量、J/ψ的轻子衰变分支比的精确测量结果以及xc0、xcl、xc2的许多衰变道的首次测量结果。  相似文献   

4.
刘波  赵维勤 《中国物理 C》1994,18(5):443-447
本文用胶子结构函数的遮蔽效应和末态作用分析了在p-A碰撞中粲偶素和b夸克偶素产额压低的实验数据,较好地描述了粲偶素和b夸克偶素产额的压低与A和X2的关系.  相似文献   

5.
本文用胶子结构函数的遮蔽效应和末态作用分析了在p-A碰撞中粲偶素和b夸克偶素产额压低的实验数据,较好地描述了粲偶素和b夸克偶素产额的压低与A和X2的关系.  相似文献   

6.
分析胶子到重夸克偶素的碎裂函数使用中, 不同动量分数z的定义所带来的不确定性,用数值方法计算了常用的非协变z定义所给出的有限胶子动量下g→J/ψ的 初始碎裂函数Dg→J/ψ(z,Q0), 发现非协变定义给出的碎裂函数对胶子动量k有较大的依赖性. 当|k|→∞时,相应碎裂函数趋于光锥定义下的碎裂函数; 但k较小时(如在加速器Tevatron和LHC上产生胶子的典型能动量范围内), 按非协变形式定义和使用碎裂函数会给计算带来较大的不确定性.  相似文献   

7.
提出了一种夸克 胶子等离子体中的喷注 光子转换机制。 对于热光子而言, 在热夸克 胶子媒介中的喷注 光子转换是一个非常重要的热光子来源。 喷注可以通过次级康普顿散射和湮灭过程来实现喷注 光子转换。 此外, 还考虑了在快光子产生过程中起重要修正作用的胶子 光子贡献, 其中,核遮蔽效应和同位旋效应也被引入到了部分子模型中。We develop a jet photon conversion mechanism in the expanding quark gluon plasma. The jet photon conversion in hot quark gluon medium is a vital source of the thermal photon production. The jet converts into photons via the secondary Compton and annihilation processes in the quark gluon plasma. The gluon photons are also considered in the calculation of prompt photons which includes the effect of the shadowing and isospin of nucleus. We find that the prompt gluon photons are also an important modification to prompt photons.  相似文献   

8.
管娜娜 《物理学报》2016,65(14):142501-142501
双轻子是研究夸克物质的形成和性质的重要探针.本文基于化学平衡化的黏滞性夸克胶子等离子体演化模型,计算了相对论重离子碰撞能量下金-金对心碰撞形成的夸克胶子等离子体中的双轻子产额.在黏滞性计算中加入了胶子非弹性散射过程对黏滞系数的贡献.相较仅考虑夸克和胶子弹性散射的情况,双轻子的产额有较明显的降低.这表明在黏滞系数中加入胶子非弹性散射的贡献使得系统的演化过程加快,演化时间变短.  相似文献   

9.
顾以藩  苑长征 《物理》2001,30(02):0-0
北京谱仪合作组利用其在北京正负电子对撞机上采集的ψ(2S)大数据样本,通过ψ(2S)的辐射跃迁及强子跃迁过程,开展了粲偶素物理的广泛研究.测量了χc0、χc1、χc2、ηc和J/ψ粒子的有关性质,寻找了ηc(2S)和hc(1P)粒子.在一系列重要结果中有:χc0粒子的宽度与质量、ηc粒子的质量、J/ψ的轻子衰变分支比的精确测量结果以及χc0、χc1、χc2的许多衰变道的首次测量结果.  相似文献   

10.
顾以藩 《物理》2002,31(12):764-767
文章介绍2001年度国家自然科学奖二等奖获奖成果,在北京正负电子对撞机上采集了Ψ(2S)粒子大数据样本,开展了粲偶素物理的广泛研究:完成了6个粲偶素涉及质量,宽度和衰变化支比等大批重要参数的首次测量或高精度测量;通过对Ψ(2S)和J/Ψ强衰变性质的比较研究,观察到一系列反常现象,挑战现有理论图像。该项研究成果对量子色动力学的检验与发展具有重要意义,为我国粲偶素物理实验研究的继续发展并保持先进水平奠定坚实基础。  相似文献   

11.
The thermodynamic potential of quark-gluon plasma (QGP) in equilibrium state is calculated by finite temperature QCD. The pressure correction of QGP and the critical temperature correction of deconfinement phase transition of hadron are discussed.  相似文献   

12.
相对论重离子碰撞可以产生高温的夸克胶子物质,同时也产生极强的电磁场和流体涡旋。在强电磁场和涡旋场中的夸克胶子物质呈现出新奇的宏观量子现象,比如手征磁效应、手征涡效应、手征分离效应、手征电分离效应、自旋极化现象等。它们一方面给我们提供了可以探测高温下量子色动力学的非平庸规范场拓扑结构、强相互作用的宇称破坏、夸克胶子物质中的自旋动力学等的实验手段,另一方面也与物理学其他分支,比如粒子物理、凝聚态物理、天体物理、冷原子物理等发生紧密联系,形成新的交叉研究领域。本文旨在对这些宏观量子现象的产生机制以及它们在相对论重离子碰撞中的探测等做一回顾和展望。特别地,我们揭示出重离子碰撞的磁场强度可以达到$10^{18}\sim 10^{20}$ G,流体涡旋可以达到$10^{22}$ s–1;这是我们已知当前宇宙中最强的磁场和流体涡旋。我们定量地对同量素碰撞实验做了分析,发现即便背景比例达到93%以上,当前的同量素碰撞实验仍然可在大约$3\sigma$的显著性水平上判断是否有手征磁效应的发生。我们系统地给出了满足因果律的自旋流体力学方程,并推导了其中的集体激发模式,这将有助于理解超子自旋极化中出现的符号问题。  相似文献   

13.
这项工作利用考虑π介子与胶子效应的夸克平均场模型研究原子核结构的基本性质。在夸克平均场中,核子由三个束缚在谐振子势场中的组分夸克构成。描述强相互作用的量子色动力学必须满足手征对称性,此外夸克之间也需要通过交换胶子相互作用。因此,在夸克平均场模型中,对利用夸克势获得的核子质量考虑π介子修正与胶子修正。通过少数稳定有限核的结合能与半径实验值确定模型中的未知参数,获得了一组夸克平均场相互作用参数,QMF-NK。利用该组参数计算40Ca和208Pb的电荷密度分布,发现与实验值符合很好。随后获得了与经验值一致的对称核物质的饱和性质。包含π介子修正和胶子修正的夸克平均场模型能够更好地描述有限核和核物质的性质。The basic properties of nuclear structure are studied within the quark mean field (QMF) model by taking the effects of pions and gluons into account. In QMF, the nucleon is made up of three constituent quarks confined by a harmonic oscillator potential. The quantum chromodynamics describing the strong interaction must satisfy the chiral symmetry and quarks interact with each other through exchange of gluons. Therefore pion correction and gluon correction are included in the nucleon mass obtained by using quark confinement potential in quark mean field model. We determine the unknown parameters in the model by fitting the experimental data of the binding energies and radii of several stable finite nuclei and obtain a set of parameters of quark mean field interaction, named QMF-NK. The charge density distributions of 40Ca and 208Pb are calculated, which are in good agreement with the experimental data. Later the saturation properties of symmetric nuclear matter which are consistent with the empirical data are obtained. With the pion and gluon corrections, the QMF model could treat finite nuclei and nuclear matter better.  相似文献   

14.
Within the framework of a factorization model, we study the behaviour of nuclear modification factor in Au Au collisions at RHIC and Pb-Pb collisions at LHC. We find that the nuclear modification factor is inversely proportional to the radius of the quark-gluon plasma and is dominated by the surface emission of hard jets. We predict the nuclear modification factor R^LHC AA - 0.15 in central Pb-Pb collisions at LHC. The study shows that the factorization model can be used to describe the centrality dependence of nuclear modification factor of the high transverse momentum particles produced in heavy ion collisions at both RHIC and LHC.  相似文献   

15.
[1]C.D. Roberts and A.G. Williams, Prog. Part. Nucl. Phys.33 (1994) 477, and references therein. [2]P.C. Tandy, Prog. Part. Nucl. Phys. 39 (1997) 117; R.T.Cahill and S.M. Gunner, Fiz. B7 (1998) 17, and references therein. [3]R. Alkofer and L. von Smekal, Phys. Rep. 353 (2001)281; C.S. Fischer and R. Alkofer, Phys. Rev. D67 (2003)094020, and references therein. [4]C.D. Roberts and S.M. Schmidt, Prog. Part. Nucl. Phys.45S1 (2000) 1, and references therein. [5]P. Maris and C.D. Roberts, Int. J. Mod Phys. E12 (2003)297. [6]R.T. Cahill and C.D. Roberts, Phys. Rev. D32 (1985)2419; C.D. Roberts, R.T. Cahill, and J. Praschiflca, Ann.Phys. (N. Y.) 188 (1988) 20. [7]M.R. Frank and T. Meissner, Phys. Rev C57 (1998) 345. [8]P. Maris, C.D. Roberts, and P.C. Tandy, Phys. Lett.B420 (1998) 267. [9]M.R. Frank and T. Meissner, Phys. Rev C53 (1996) 2410. [10]R.T. Cahill and S. Gunner, Phys. Lett. B359 (1995) 281;Mod. Phys. Lett. A10 (1995) 3051. [11]P. Maris and C.D. Roberts, Phys. Rev C56 (1997) 3369. [12]C. Burden, C.D. Roberts, and M. Thomson, Phys. Lett.B371 (1996) 163. [13]C. Burden and D. Liu, Phys. Rev. D55 (1997) 367; M.A.Ivanov, Yu. L. Kalinovskii, P. Maris, and C.D. Roberts,Phys. Lett. B416 (1998) 29; Phys. Rev. C57 (1998) 1991. [14]A. Bender, D. Blaschke, Y. Kalinovskii, and C.D.Roberts, Phys. Rev. Lett. 77 (1996) 3724. [15]M.R. Frank, P.C. Tandy, and G. Fai, Phys. Rev. C43(1991) 2808; M.R. Frank and P.C. Tandy, Phys. Rev. C46(1992) 338; C.W. Johnson, G. Fai, and M.R. Frank, Phys.Lett. B386 (1996) 75. [16]Xiao-Fu L, Yu-Xin Liu, Hong-Shi Zong, and En-Guang Zhao, Phys. Rev. C58 (1998) 1195; Yu-Xin Liu, DongFeng Gao, and Hua Guo, Nucl. Phys. A695 (2001) 353;Yu-Xin Liu, Dong-Feng Gao, and Hua Guo, Phys. Rev.C68 (2003) 035204. [17]C.D. Roberts and R.T. Cahill, Aust. J. Phys. 40 (1987)499. [18]M.R. Frank, Phys. Rev. C51 (1995) 987. [19]T. Meissner and L.S. Kisslinger, Phys. Rev. C59 (1999)986. [20]Hong-Shi Zong, Xiao-Fu Lu, Jian-Zhong Gu, Chao-Hsi Chang, and En-Guang Zhao, Phys. Rev. C60 (1999)055208; Hong-Shi Zong, Xiao-Fu Lui, Fan Wang, Chao-Hsi Chang, and En-Guang Zhao, Commun. Theor. Phys. (Beijing, China) 34 (2000) 563; Hong-Shi Zong, Yu-Xin Liu,Xiao-Fu Lu, Fan Wang, and En-Guang Zhao, Commun.Theor. Phys. (Beijing, China) 36 (2001) 187; Hong-Shi Zong, Xiang-Song Chen, Fan Wang, Chao-Hsi Chang, and En-Guang Zhao, Phys. Rev. C66 (2002) 015201; HongTing Yang, Hong-Shi Zong, Jia-Lun Ping, and Fan Wang,Phys. Lett. B557 (2003) 33; Hong-Shi Zong, Jia-Lun Ping, Hong-Ting Yang, Xiao-Fu Lu, and Fan Wang, Phys.Rev. D67 (2003) 074004; Hong-Shi Zong, Shi Qi, Wei Chen, Wei-Min Sun, and En-Guang, Zhao, Phys. Lett.B576 (2003) 289; Wei-Min Sun, Hong-Shi Zong, XiangSong Chen, and Fan Wang, Phys. Lett. B569 (2003) 211;Hong-Shi Zong, Xiao-Hua Wu, Feng-Yao Hou, and EnGuang Zhao, Chin. Phys. Lett. 21 (2004) 43; Wei-Min Sun, Hong-Shi Zong, Xiang-Song Chen, and Fan Wang,Int. J. Mod. Phys. A19 (2004 261; Hong-Shi Zong, FengYao Hou, Wei-Min Sun, and Xiao-Hua WU, Commun.Theor. Physics. (Beijng, China) 42 (2004) 581. [21]P. Maris and P.C. Tandy, Phys. Rev. C60 (1999) 055214.  相似文献   

16.
Based on the Dyson-Schwinger approach, a method for obtaining the small current quark mass effect on the dressed gluon and quark propagator is developed. A comparison with the results of the previous approach is given.  相似文献   

17.
Yun Guo   《Nuclear Physics A》2009,820(1-4):275c
The hard-loop resummed propagator in an anisotropic QCD plasma in general linear gauges are computed. We get the explicit expressions of the gluon propagator in covariant gauge, Coulomb gauge and temporal axial gauge. Considering one gluon exchange, the potential between heavy quarks is defined through the Fourier transform of the static propagator. We find that the potential exhibits angular dependence and that there is stronger attraction on distance scales on the order of the inverse Debye mass for quark pairs aligned along the direction of anisotropy than for transverse alignment.  相似文献   

18.
介绍与核内夸克-胶子分布的有关实验现象:EMC效应、核遮蔽效应、核Drel-Yan过程和J/ψ光生反应等,以及解释它们的理论模型.The experiments of the EMC effect,nuclear shadowing effect,nuclear Drell Yanprocess and J/ψ production related to the quark gluon distributions in nuclei and the theoretical models explaining them are briefly reviewed.   相似文献   

19.
Based on Dyson Schwinger Equations (DSEs) in the “rainbow” approximation, the dependence of quark effective mass on gluon propagator is investigated by use of three different phenomenological gluon propagators with two parameters, the strength parameter x and range parameter △. Our theoretical calculations for the quark effective mass Mf(p^2), defined by the self-energy functions Af(p^2) and Bi(p%2) of the DSEs, show that the dynamically running quark effective mass is strongly dependent on gluon propagator. Therefore, because gluon propagator is completely unknown, the quark effective mass cannot be exactly determined theoretically.  相似文献   

20.
Based on Dyson-Schwinger Equations (DSEs) in the “rainbow“ approximation, the dependence of quark effective mass on gluon propagator is investigated by use of three different phenomenological gluon propagators with two parameters, the strength parameter x and range parameter △. Our theoretical calculations for the quark effective mass Mf(p2), defined by the self-energy functions Af(p2) and Bf(p2) of the DSEs, show that the dynamically running quark effective mass is strongly dependent on gluon propagator. Therefore, because gluon propagator is completely unknown,the quark effective mass cannot be exactly determined theoretically.  相似文献   

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