2010
DOI: 10.1063/1.3454362
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Plasma drift-kinetic equation calculations in three-dimensional magnetic geometries

Abstract: A new code to simulate three-dimensional plasmas in complex toroidal geometries is presented. It solves drift-kinetic equations for the one-particle distribution function f based on their projection onto a functional basis consisting of an arbitrary number of Legendre-Laguerre polynomials. In this paper, these theoretical aspects of the code are exposed together with their relation with the standard formalism. Comparisons with neoclassical theory for the large aspect ratio case and first calculations in the ge… Show more

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Cited by 5 publications
(4 citation statements)
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“…This indicates that a proper calculation of electron and ion neoclassical fluxes including threedimensional features-that affect differently the plasma species-is as important as checking for the generation of rotating flows via other mechanisms (e.g. Reynolds stress [15]); a task that has been started indeed for the TJ-II [16]. Note that all the effects exposed above are compatible with the existence of a layer, related to the resonances, where the larger mobility of electrons would force a more positive electric field to maintain ambipolarity.…”
Section: Practical Consequencesmentioning
confidence: 99%
“…This indicates that a proper calculation of electron and ion neoclassical fluxes including threedimensional features-that affect differently the plasma species-is as important as checking for the generation of rotating flows via other mechanisms (e.g. Reynolds stress [15]); a task that has been started indeed for the TJ-II [16]. Note that all the effects exposed above are compatible with the existence of a layer, related to the resonances, where the larger mobility of electrons would force a more positive electric field to maintain ambipolarity.…”
Section: Practical Consequencesmentioning
confidence: 99%
“…In the case of the NC calculations this is not surprising because they are performed under the assumption of nested flux surfaces, thus excluding possibly important contributions to the nonambipolar fluxes coming from a broken topology. These results encourage continuing the development of collisional transport calculations in arbitrary magnetic fields considering electron and ion fluxes [38,39]. Indeed, low order rational values of ι inside TJ-II plasmas are known to modify locally the electric field and act as powerful triggers of the transition process; they can even abort it when removed from the favorable location near ρ = 0.8 [41].…”
Section: Discussionmentioning
confidence: 85%
“…The plasmas behave as if the resonances happened in an environment of 'healed' islands, which is part of the motivation to study the healing of islands in helical devices jointly with other devices [24]. Kinetic calculations [25] in the geometry of the standard TJ-II magnetic configuration, based on collisional transport alone, show 3D plasma current densities able to modify the magnetic structure in the resonant regions, even in the absence of electric fields [22]. Both elements, radial electric field and plasma current in the resonant regions, are also important in other phenomena such as the formation of internal electronheat barriers and have been proposed as tools to control plasma performance.…”
Section: Confinement and Configuration Effectsmentioning
confidence: 99%