2012
DOI: 10.1088/0741-3335/54/8/085013
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Interaction between mean and fluctuatingE×Bshear flows on the ISTTOK edge plasma

Abstract: The interplay between mean and fluctuating E × B shear flows has been investigated in the ISTTOK edge plasma. The GAM shearing rate was found to be lower (by a factor of 2-3) than that of the mean flow but comparable to the turbulence decorrelation rate. A competition between GAMs and intermittent-like turbulent transport is observed leading to a dynamic view of plasma transport. External plasma biasing was found to modify the fluctuating shear flow. Negative bias induces a significant increase in the mean E ×… Show more

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Cited by 13 publications
(17 citation statements)
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“…Together with that, A GAM like low-frequency mode (LFM, ~12 kHz) characterized as high-coherence and near-zero cross-phase in poloidal direction is existed under positive and 0V bias while absent under negative bias at plasma-edge (∆r = -2 cm), and the spectral power of the LFM under positive bias is lower than the case of 0V bias ( figure 11). These observations may be consistent with the results in ISTTOK [23].…”
Section: Intermittent Events and Related Transportsupporting
confidence: 93%
See 1 more Smart Citation
“…Together with that, A GAM like low-frequency mode (LFM, ~12 kHz) characterized as high-coherence and near-zero cross-phase in poloidal direction is existed under positive and 0V bias while absent under negative bias at plasma-edge (∆r = -2 cm), and the spectral power of the LFM under positive bias is lower than the case of 0V bias ( figure 11). These observations may be consistent with the results in ISTTOK [23].…”
Section: Intermittent Events and Related Transportsupporting
confidence: 93%
“…The level of long-distance correlation (LDC) structures in potential fluctuation, which behaves in the similar way as the zonal flows, was observed to be amplified under positive bias on tokamaks [22][23][24] and stellarators [14,15]. Further studies showed that the LDC strength is sensitive to the polarity of bias [23] as well as magnetic perturbation, and reduces at high-density level [25].…”
Section: Introductionmentioning
confidence: 99%
“…In a related vein, the GAM magnitude, like the mean v E×B , is not constant on a flux surface. Variations of some 20% or more have been reported on TEXTOR, with the GAM being larger at the mid-plane compared to the top in ISTTOK [363]. These asymmetries are discussed further in section 8.2.…”
Section: Gam Amplitudementioning
confidence: 89%
“…From the radial gradient of the GAM (rms) velocity perturbation one can estimate an equivalent shearing rate ω E×B = ∂v θ /∂r, or indirectly from the GAM width or its radial wavenumber, γ E×B = k r v 2 GAM . Estimates have been made from several devices [141,277,282,306,337,347,357,363] and generally find ω E×B rates of the order of 10 5 s −1 comparable, within a factor of 2-3, to the turbulence decorrelation rate 1/τ d . Even when applying a frequency dependent downward correction to account for the oscillatory GAM being less effective than a static velocity shear (see section 15.1) the effective shearing rate is still significant [337].…”
Section: Gam Amplitudementioning
confidence: 92%
“…Some papers have revealed the bifurcation of an electric field [19] in the edge region that helps L-mode to H-mode transition [30]. As bias introduces a significant increase in the mean electric field shear flows, therefore, it reduces turbulence and consequently suppresses the geodesic acoustic modes [44]. Dual electrode experiment carried out on KT5C device shows that the position of the electrode in the inner region is more effective than the outer one [13,45].…”
Section: Introductionmentioning
confidence: 99%