Abstract
New annular confinement configurations of one component plasmas, corresponding to global thermal equilibria in a cylindrical Penning–Malmberg trap with an axial conductor, are investigated both numerically and analytically. In the case of infinite length plasma, analytical solutions are calculated explicitly in the limit of small Debye length. In the case of finite length plasma, the self-consistent solution of the thermal equilibrium Poisson’s equation is obtained numerically, and the dependence of the density distribution on the different parameters of the system is illustrated.
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