论文标题
依赖性量子动力学方程的非层次传输理论
Nonrelativistic Transport Theory from Vorticity Dependent Quantum Kinetic Equation
论文作者
论文摘要
我们研究了依赖性量子动力学方程引起的大量自旋1/2福物的三维运输理论。引入了该量子动力学方程，以考虑旋转坐标框的非稳定性能。我们表明，这是适当的相对论动力学方程，它提供了三维Wigner函数组件的涡度依赖性半经典传输方程。我们建立了线性独立的组件集的半经典动力学方程。通过它们，得出了手性标量分布函数的动力学方程。他们提供了3D动力学理论，该理论使我们能够通过重点介绍对手性涡旋和分离效应的质量校正来研究载体和轴向载体的当前密度。
We study the three-dimensional transport theory of massive spin-1/2 fermions resulting from the vorticity dependent quantum kinetic equation. This quantum kinetic equation has been introduced to take account of noninertial properties of rotating coordinate frames. We show that it is the appropriate relativistic kinetic equation which provides the vorticity dependent semiclassical transport equations of the three-dimensional Wigner function components. We establish the semiclassical kinetic equations of a linearly independent set of components. By means of them, kinetic equations of the chiral scalar distribution functions are derived. They furnish the 3D kinetic theory which permits us to study the vector and axial vector current densities by focusing on the mass corrections to the chiral vortical and separation effects.
