An analytic calculation of the neoclassical fluxes in the plateau regime in the absence of momentum and energy sources is carried out with a general model field, B=B0[1+∑iεi cos(liθ−miζ)], following the moment-equation approach. It is shown that the radial particle and heat fluxes resulting from each harmonic (εi) are additive and have the same sign. Consequently, the neoclassical fluxes in a stellarator in the plateau regime are larger than those in the corresponding ‘‘equivalent’’ tokamak (same aspect ratio and rotational transform). Numerical calculations performed with a drift kinetic equation solver agree to within 10% with the analytic results for the examples considered.
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Ribeiro et al. (1987) studied this question.
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