摘要
把ＱＧＰ中的涨落波动模式处理成等离子激发元（ｐｌａｓｍｏｎ），从Ｙａｎｇ－Ｍｉｌｌｓ场方程出发，在线性近似下，建立起ｐｌａｓｍｏｎｓ的动力论方程，这是一个描述ｐｌａｓｍｏｎｓ数平衡的方程：一方面是ｐｌａｓｍｏｎｓ以群速度运动在时空上造成ｐｌａｓｍｏｎｓ数的改变（增加或减少）；另一方面是等离子体粒子辐射或吸收的ｐｌａｓｍｏｎｓ数。
After the plasmons modes in QGP are treated as plasmons, the Kinecticequation for the plasmons in linear approximation is established starting from Yang-Millsfields equation. The Kinectic equation can be considered as the balance equation for the number of plasmons, which indicates the balance of the number variation (growth ordamping) in space and time because of their motion with velocities that equal to the wave's group velocity and the emmision or absorption of plasmons by plasma particles,
出处
《高能物理与核物理》
CSCD
北大核心
1998年第1期34-40,共7页
High Energy Physics and Nuclear Physics
基金
国家自然科学基金
