Abstract

A variational calculation of the current produced in a plasma by fast beam particles is presented. A new energy polynomial expansion of the classical Spitzer function is obtained and used to derive an accurate analytic expression for the beam-driven current j∥, which includes the effects of electron-electron collisions and is valid for all values of v̄b=vb/ve and effective charge Z̄. This analytic result is in excellent agreement with previous numerical calculations. An accurate rational form for the beam-driven current as a function of beam velocity is obtained by patching the large and small v̄b asymptotic expansions of j∥.

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