
doi: 10.1063/1.864321
Modeling the ELMO Bumpy Torus as a bumpy cylinder with toroidally induced vertical drift, neoclassical transport coefficients are obtained for resonant ions as integrals over the energy-dependent flux. A continuous approximation to this energy-dependent flux reduces to the correct results in the banana and plateau regimes and yields simple analytic formulas for the diffusion coefficients which agree well with numerical results.
ELMO bumpy torus, simple analytical formulas, Transport processes in time-dependent statistical mechanics, energy-dependent flux, Basic methods in fluid mechanics, cylinder with toroidally induced vertical drift, banana and plateau regimes, neoclassical transport coefficients, resonant ions, continuous approximation, Ionized gas flow in electromagnetic fields; plasmic flow
ELMO bumpy torus, simple analytical formulas, Transport processes in time-dependent statistical mechanics, energy-dependent flux, Basic methods in fluid mechanics, cylinder with toroidally induced vertical drift, banana and plateau regimes, neoclassical transport coefficients, resonant ions, continuous approximation, Ionized gas flow in electromagnetic fields; plasmic flow
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