2018
DOI: 10.1063/1.5019275
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High Z neoclassical transport: Application and limitation of analytical formulae for modelling JET experimental parameters

Abstract: Heavy impurities, such as tungsten (W), can exhibit strongly poloidally asymmetric density profiles in rotating or radio frequency heated plasmas. In the metallic environment of JET, the poloidal asymmetry of tungsten enhances its neoclassical transport up to an order of magnitude, so that neoclassical convection dominates over turbulent transport in the core. Accounting for asymmetries in neoclassical transport is hence necessary in the integrated modeling framework. The neoclassical drift kinetic code, NEO [… Show more

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Cited by 17 publications
(24 citation statements)
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“…We have performed the 2D PIC simulations in a plane wave approximation with an infinite spot-size. In the 3D scenario a smaller amplitude TNSA field will appear on the rear-side of the target according to Xiao et al [36], which results in a quasimonoenergetic distribution for the CSA ions [14]. Even with this small amplitude TNSA field, the ions with different hZ=Ai will be accelerated to the different velocities.…”
Section: Discussion and Summarymentioning
confidence: 99%
“…We have performed the 2D PIC simulations in a plane wave approximation with an infinite spot-size. In the 3D scenario a smaller amplitude TNSA field will appear on the rear-side of the target according to Xiao et al [36], which results in a quasimonoenergetic distribution for the CSA ions [14]. Even with this small amplitude TNSA field, the ions with different hZ=Ai will be accelerated to the different velocities.…”
Section: Discussion and Summarymentioning
confidence: 99%
“…2015; Breton et al. 2018 b ). All quantities are flux-surface averages (FSA), including the left-hand side of the equation.…”
Section: Experimental Methodsmentioning
confidence: 99%
“…2015), the radial impurity flux can be modelled following Breton et al. (2018 b , equation (7)). If the particle flux is zero and the profiles are in equilibrium, the normalized impurity density gradient can then be calculated as, where is the tokamak major radius, the gradient length of quantity , the mass of the main ion and its temperature, the impurity charge, , and factors that depend on the collisionality, the fraction of circulating particles, and the geometrical factors related to poloidal asymmetries (Casson et al.…”
Section: Experimental Methodsmentioning
confidence: 99%
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“…The other parameter impacting significantly the W neoclassical transport is the rotation. The impact of poloidal asymmetries in the W neoclasscal transport is accounted for in the geometrical terms P A and P B terms in equation 2 of [35], and their range of applicability is studied in [38]. In this specific rotating JET-ILW pulse, these geometrical First principle integrated modeling of multi-channel transport including Tungsten in JET21 factors enhance the neoclassical convection up to a factor 40.…”
Section: Toroidal Rotationmentioning
confidence: 99%