title: Analytical solution of the kinetic equation for a uniform plasma in a magnetic field.
abstract: The kinetic equation for a single-component uniform plasma in a magnetic field is analytically solved by the moment method. The linear system of ordinary differential equations for the moments is decomposed into subsystems of lower dimensions by a geometric method. The eigensystem of each subsystem shows that parallel moments decay monotonically, but perpendicular lth harmonic moments decay while oscillating with the l,l-2,… ,-th harmonics of gyrofrequency. A generalization to a multicomponent plasma is discussed.
authors.affiliation: Department of Physics, Utah State University, Logan, Utah 84322, USA. j.ji@usu.edu
authors.forename: Jeong-Young
authors.initials: JY
authors.lastname: Ji
authors.forename: Eric D
authors.initials: ED
authors.lastname: Held