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Kinetic theory of quantum electrodynamic plasma in a strong electromagnetic field: I. the covariant formalism

机译:强电磁场中的量子电动力学等离子体动力学理论:I.协变形式主义

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摘要

We present a covariant approach to the kinetic theory of quantum electrodynamic plasma in a strong electromagnetic field. The method is based on the relativistic von Neumann equation for the nonequilibrium statistical operator defined on spacelike hyperplanes in Minkowski space. We use the canonical quantization of the system on hyperplanes and a covariant generalization of the Coulomb gauge. The condensate mode associated with the mean electromagnetic field is separated from the photon degrees of freedom by a time-dependent unitary transformation of the dynamic variables and the nonequilibrium statistical operator. This allows using expansions of correlation functions and of the statistical operator in powers of the fine structure constant even in the presence of a strong electromagnetic field. We present a general scheme for deriving kinetic equations in the hyperplane formalism.
机译:我们提出了在强电磁场中量子电动力学等离子体动力学理论的协变方法。该方法基于Minkowski空间中类空超平面上定义的非平衡统计算符的相对论性von Neumann方程。我们使用超平面上系统的规范化量化和库仑量规的协变概括。通过动态变量和非平衡统计算子的时间相关unit变换,将与平均电磁场关联的冷凝模式与光子自由度分开。这允许即使在强电磁场的存在下,以精细结构常数的幂使用相关函数和统计算子的展开。我们提出了一种在超平面形式主义中导出动力学方程的通用方案。

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