2005
DOI: 10.1063/1.1915349
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Effect of ion ∇B drift direction on density fluctuation poloidal flow and flow shear

Abstract: The divertor magnetic geometry has a significant effect on the poloidal velocity and resulting velocity shear of turbulent density fluctuations in the outer region of L-mode tokamak plasmas, as determined via two-dimensional measurements of density fluctuations with beam emission spectroscopy on DIII-D ͓J. L. Luxon, Nucl. Fusion 42, 614 ͑2002͔͒. Plasmas with similar parameters, except that in one case the ion ١B drift points towards the divertor X point ͑lower-single-null, LSN͒, and in the other case, the ion … Show more

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Cited by 22 publications
(19 citation statements)
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“…Results from DIII-D also show the existence of such counter-propagating turbulent fluctuations in the region just inside the LCFS [299]. Two poloidally separated BES density fluctuation channels show that fluctuations propagate in both electron and ion directions near the LCFS.…”
Section: Transition Between Edge and Core Turbulencementioning
confidence: 81%
“…Results from DIII-D also show the existence of such counter-propagating turbulent fluctuations in the region just inside the LCFS [299]. Two poloidally separated BES density fluctuation channels show that fluctuations propagate in both electron and ion directions near the LCFS.…”
Section: Transition Between Edge and Core Turbulencementioning
confidence: 81%
“…This could potentially occur as a result of changes in edge magnetic shear, SOL flows, 11 or flows of the edge turbulent density fluctuations. 54 Alternatively, given that E ϫ B shear is more effective at longer wavelengths, the observed I-mode transport could be explained if, in the unfavorable drift direction, the radial edge turbulent energy flux peaked at a higher poloidal wave I-mode radial electric field well depths and E ϫ B shear rates are lower than their H-mode counterparts. number than the particle flux.…”
Section: Comparison Of I-mode To Eda H-modementioning
confidence: 95%
“…For the purpose of evaluating the electric field at the edge, we use global parameters for a DIII-D-like discharge, with B tor = 2.1 T, I p = 1 MA, n e = 2.5 × 10 19 m −3 , n e-sep = 10 19 m −3 , T e-sep = 50 eV, R 0 = 1.66 m, a = 0.67 m [32]. With these we have the following: the characteristic Alfvén velocity, v A ≡ (a/R 0 )B tor / √ µ 0 m i n i = 3.7 × 10 6 m s −1 , the Alfvén time, τ A ≡ a/v A = 1.8 × 10 −7 s, the classical resistivity at the separatrix, η sep = 4.37 × 10 −6 m, and the resistive diffusion time, τ R ≡ µ 0 a 2 /η = 1.3 × 10 −1 s, which gives a normalized resistivity ofη ≡ τ A /τ R = 1.4 × 10 −6 .…”
Section: General Properties Of the E-field And E × B Velocitymentioning
confidence: 99%