58 research outputs found

    A short mean free path, coupled neutron-ion transport description of a tokamak edge plasma

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    Vorticity and Intrinsic Ambipolarity in Turbulent Tokamak

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    Traditional electrostatic gyrokinetic treatments consist of a gyrokinetic Fokker-Planck equation and a gyrokinetic quasineutrality equation. Both of these equations can be found up to second order in a gyroradius over macroscopic length expansion in some simplified cases, but the versions implemented in codes are typically only first order. In axisymmetric configurations such as the tokamak, the accuracy to which the distribution function is calculated is insufficient to determine the neoclassical radial electric field. Moreover, we prove here that turbulence dominated tokamaks are intrinsically ambipolar, as are neoclassical tokamaks. Therefore, traditional gyrokinetic descriptions are unable to correctly calculate the toroidal rotation and hence the axisymmetric radial electric field. We study the vorticity equation, ∇ J = 0, in the gyrokinetic regime, with wavelengths on the order of the ion Larmor radius. We explicitly show that gyrokinetics needs to be calculated at least to third order in the gyroradius expansion if the radial electric field is to be retrieved from quasineutrality. The method employed to study the vorticity equation also suggests a solution to the problem, namely, solving a gyrokinetic vorticity equation instead of the quasineutrality equation. The vorticity equations derived here only obtain the potential within a flux function as required. © 2009 IOP Publishing Ltd

    Neoclassical Ion Heat Flux and Poloidal Flow in a Tokamak Pedestal

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    Two-dimensional kinetic modeling of a tokamak scrape-off layer with recycling

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    Enhancement of the Bootstrap Current in a Tokamak Pedestal

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    The strong radial electric field in a subsonic tokamak pedestal modifies the neoclassical ion parallel flow velocity, as well as the radial ion heat flux. Existing experimental evidence of the resulting alteration in the poloidal flow of a trace impurity is discussed. We then demonstrate that the modified parallel ion flow can noticeably enhance the pedestal bootstrap current when the background ions are in the banana regime. Only the coefficient of the ion temperature gradient drive term is affected. The revised expression for the pedestal bootstrap current is presented. The prescription for inserting the modification into any existing banana regime bootstrap current expression is given.United States. Dept. of Energy (Grant No. DE-FG02- 91ER54109

    Effects of poloidal variation of neutral density on Pfirsch-Schlüter transport near tokamak edge

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    Kinetic Effects in the Pedestal of a Tokamak

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    Pfirsch-Schlüter Electric Field in a Tokamak

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    The influence of anomalous diffusion on parallel ion transport in edge plasmas

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