2001
DOI: 10.1016/s0022-3115(00)00545-6
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Issues in the plasma wall interactions in RFX

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Cited by 7 publications
(7 citation statements)
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“…On average the influx depends linearly on the density with a value of 3 × 10 21 m −2 s −1 for a density of 2.5 × 10 19 m −3 (figure 8(a)) which corresponds to an average global particle confinement time (τ P ) of about 2 ms, while the maximum τ P is about 3 ms. In the same plasma current range (>800 kA) on RFX about 40% of particle influx [18] came from a region close to the m = 1 LM. Due to the strong wall interaction and the poor particle confinement in RFX the global influx was independent of density with a value of ≈6 × 10 21 m −2 s −1 (figure 8(b)) two times higher than in RFX-mod VS.…”
Section: Particle Transportmentioning
confidence: 92%
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“…On average the influx depends linearly on the density with a value of 3 × 10 21 m −2 s −1 for a density of 2.5 × 10 19 m −3 (figure 8(a)) which corresponds to an average global particle confinement time (τ P ) of about 2 ms, while the maximum τ P is about 3 ms. In the same plasma current range (>800 kA) on RFX about 40% of particle influx [18] came from a region close to the m = 1 LM. Due to the strong wall interaction and the poor particle confinement in RFX the global influx was independent of density with a value of ≈6 × 10 21 m −2 s −1 (figure 8(b)) two times higher than in RFX-mod VS.…”
Section: Particle Transportmentioning
confidence: 92%
“…The deformation affects transport introducing non axial-symmetric effects locally modifying both the density profile and the influx from the wall. Due to the plasmawall interaction, density profiles close to the locking position have a steeper edge gradient than at other toroidal positions [17] and particle influx is higher [18]. Controlling the edge radial magnetic field by VS greatly reduces the deformation amplitude [7], but the effect is still present.…”
Section: Particle Transportmentioning
confidence: 99%
“…Though local field errors introduced by the insulating poloidal gap (allowing for the penetration of the magnetic field) were reduced by a local active control system, LMs still produced a large radial displacement of ≈2 cm [567], determining power loads locally as high as ≈100 MW m −2 in the region where the bulge intercepted the wall [80]. This was associated to local enhancement of electron density and density fluctuations, suggesting a continuous ionization and loss of neutrals, and to increased transport and impurity influxes [568]. Carbon and oxygen influxes from the LM region were estimated to be of the order of 20%-40% of the total; however, tomographic measurements of total radiation showed that, due to the relatively small region of interaction, the radiation enhancement produced by LM was a fraction of the total input power of the order of ≈10%, leading to the conclusion that the main loss term is due to the local increase of transport and particle fluxes [80].…”
Section: Effect Of Magnetic Topology On Plasma-wall Interactionmentioning
confidence: 99%
“…In stellarators, the locking can produce a rapid growth of the mode with a consequent drop of confinement and beta [6,7]. Wall locking has also been observed in all reversed-field pinches (RFPs) [8][9][10][11][12], where it produces a toroidally localized increase of the plasma-wall interaction [13] and of the radiated power [14] with a consequent reduction of particle confinement [15] and a possibly significant degradation of the plasma discharge [16] or a disruption. The understanding of the unlocking process can be useful for improving the plasma performances.…”
Section: Introductionmentioning
confidence: 99%