Probing Quark-Gluon Interactions with Transverse Polarized Scattering
K. Slifer, O. A. Rondon, A. Aghalaryan, A. Ahmidouch, R. Asaturyan, F. Bloch, W. Boeglin, P. Bosted, C. Carasco, R. Carlini, J. Cha, J. P. Chen, M. E. Christy, … 展开作者
K. Slifer, O. A. Rondon, A. Aghalaryan, A. Ahmidouch, R. Asaturyan, F. Bloch, W. Boeglin, P. Bosted, C. Carasco, R. Carlini, J. Cha, J. P. Chen, M. E. Christy, L. Cole, L. Coman, D. Crabb, S. Danagoulian, D. Day, J. Dunne, M. Elaasar, R. Ent, H. Fenker, E. Frlez, D. Gaskell, L. Gan, J. Gomez, B. Hu, J. Jourdan, M. K. Jones, C. Keith, C. E. Keppel, M. Khandaker, A. Klein, L. Kramer, Y. Liang, J. Lichtenstadt, R. Lindgren, D. Mack, P. McKee, D. McNulty, D. Meekins, H. Mkrtchyan, R. Nasseripour, I. Niculescu, K. Normand, B. Norum, D. Pocanic, Y. Prok, B. Raue, J. Reinhold, J. Roche, D. Kiselev, N. Savvinov, B. Sawatzky, M. Seely, I. Sick, C. Smith, G. Smith, S. Stepanyan, L. Tang, S. Tajima, G. Testa, W. Vulcan, K. Wang, G. Warren, F. R. Wesselmann, S. Wood, C. Yan, L. Yuan, J. Yun, M. Zeier, H. Zhu
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formerly "Nachtmann Moments of the Proton and Deuteron Spin Structure Functions"
We have extracted QCD matrix elements from our data on double polarized inelastic scattering of electrons on nuclei. We find the higher twist matrix element \tilde{d_2}, which arises strictly from quark- gluon interactions, to be unambiguously non zero. The data also reveal an isospin dependence of higher twist effects if we assume that the Burkhardt-Cottingham Sum rule is valid. The fundamental Bjorken sum rule obtained from the a0 matrix element is satisfied at our low momentum transfer.
Probing Early-Time Dynamics and Quark-Gluon Plasma Transport Properties with Photons and Hadrons
我们使用一个依赖于QCD有效动力学理论的混合模型-- K \oMP \oST --来动态地弥合IP核初始态和粘性流体力学之间的鸿沟,对重离子碰撞结果进行理论解释。流体动力学阶段之后是由UrQMD处理的动态冻结。据观察,新的预平衡/预水相不影响传输系数的提取。我们还展示了早期的动力学是如何反映在光子观测。
Probing Gluon Linear Polarization with Dihadron Fragmentation in $χ_b$ Decays
Beijing University of Chemical Technology(北京化工大学);Institute of High Energy Physics, Chinese Academy of Sciences(中国科学院高能物理研究所);School of Physical Sciences, University of Chinese Academy of Sciences(中国科学院大学物理科学学院);China Center of Advanced Science and Technology(中国科学技术中心);Center for High Energy Physics, Peking University(北京大学高能物理中心)