物理学科Seminar第308讲 Axial charge dynamics -- topological transition and quark mass effect

创建时间:  2016/09/05  龚惠英   浏览次数:   返回

            物理学科Seminar第308讲
           理论物理研究所Seminar第36期

报告题目:Axial charge dynamics -- topological transition and quark mass effect
报 告 人:林树 教授/国家青年千人 (中山大学物理与天文学院)
报告时间:2016年9月9日(周五)上午10:00
报告地点:校本部E106
邀 请 人:葛先辉 教授

报告摘要:The dynamics of axial charge has been a key component of the celebrated chiral magneic effect (CME) and chiral magnetic wave (CMW) in heavy ion collisions. Due to the non-conservation of axial charge, the inclusion of axial charge in hydrodynamic equations is a subtle issue. On one hand, axial charge is generated by fluctuation owing to its non-conservation, on the other hand, the non-conservation also provide mechanism of charge dissipation. A more appropriate treatment is to use stochastic hydrodynamics for axial charge. In this talk, I will use two holographic models to study two separate sources of non-conservation: topological transition and quark mass. Both of them will contribute to the fluctuation and dissipation of axial charge.

上一条:物理学科Seminar第309讲 Optomechanical many-body cooling to the ground state using frustration

下一条:金沙威尼斯欢乐娱人城核心数学讲座 第1讲 从三角形到流形


物理学科Seminar第308讲 Axial charge dynamics -- topological transition and quark mass effect

创建时间:  2016/09/05  龚惠英   浏览次数:   返回

            物理学科Seminar第308讲
           理论物理研究所Seminar第36期

报告题目:Axial charge dynamics -- topological transition and quark mass effect
报 告 人:林树 教授/国家青年千人 (中山大学物理与天文学院)
报告时间:2016年9月9日(周五)上午10:00
报告地点:校本部E106
邀 请 人:葛先辉 教授

报告摘要:The dynamics of axial charge has been a key component of the celebrated chiral magneic effect (CME) and chiral magnetic wave (CMW) in heavy ion collisions. Due to the non-conservation of axial charge, the inclusion of axial charge in hydrodynamic equations is a subtle issue. On one hand, axial charge is generated by fluctuation owing to its non-conservation, on the other hand, the non-conservation also provide mechanism of charge dissipation. A more appropriate treatment is to use stochastic hydrodynamics for axial charge. In this talk, I will use two holographic models to study two separate sources of non-conservation: topological transition and quark mass. Both of them will contribute to the fluctuation and dissipation of axial charge.

上一条:物理学科Seminar第309讲 Optomechanical many-body cooling to the ground state using frustration

下一条:金沙威尼斯欢乐娱人城核心数学讲座 第1讲 从三角形到流形