2006
DOI: 10.1063/1.2404551
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Fine-Scale Zonal Flow Suppression of Electron Temperature Gradient Turbulence

Abstract: It is found in collisionless Electron Temperature Gradient (ETG) turbulence simulations that, while zonal flows are weak at early times, the zonal flows continue to grow algebraically (proportional to time). These fine-scale zonal flows have a radial wave number such that k r ρ i > 1 and k r ρ e < 1. Eventually, the zonal flows grow to a level that suppresses the turbulence due to ExB shearing. The final electron energy flux is found to be relatively low. These conclusions are based on particle convergence stu… Show more

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Cited by 11 publications
(14 citation statements)
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“…Of particular interest is the effect of zonal flows on nonlinear energy and particle transport as well as nonlinear saturation level. The zonal flow is self-consistently generated by drift wave turbulence through nonlinear E × B coupling and is known to be important in regulating transport in ion-temperature-gradient driven turbulence [23,24,25,26], and may also be important in electron-temperature-gradient driven turbulence as well [27]. However, for TEM-driven turbulence, there is not yet a definitive theory or community consensus with regard to the role that zonal flow plays, if any.…”
Section: Introductionmentioning
confidence: 99%
“…Of particular interest is the effect of zonal flows on nonlinear energy and particle transport as well as nonlinear saturation level. The zonal flow is self-consistently generated by drift wave turbulence through nonlinear E × B coupling and is known to be important in regulating transport in ion-temperature-gradient driven turbulence [23,24,25,26], and may also be important in electron-temperature-gradient driven turbulence as well [27]. However, for TEM-driven turbulence, there is not yet a definitive theory or community consensus with regard to the role that zonal flow plays, if any.…”
Section: Introductionmentioning
confidence: 99%
“…1,2 The bulk of heat and particle transport in such systems is typically driven by residual, non-MHD, small-scale modes, which produce turbulent convection within the plasma. The zonal flows in these systems have a stabilizing impact on the turbulence that can become dramatically strong as the system approaches marginal stability: turbulence suppression due to zonal flows has been observed, for example, in ion temperature gradient, [3][4][5] electron temperature gradient, 6 trapped electron, 7,8 and entropy 9,10 mode turbulence. In these cases the turbulence-driving modes can be virtually eliminated by zonal flows that are themselves weak enough to be stable to Kelvin-Helmholtz-like instabilities and other modes.…”
Section: Introductionmentioning
confidence: 99%
“…Particularly, the strong coupling with zonal flow and e-GAM was observed in global ETG simulations of NSTX plasma [41] as discussed above. In addition, the dependence of ETG turbulence on collisionality has been observed in particle-in-cell gyro-kinetic simulations [71] and more recently in [58]. Here we review on this dependence from a collisionality scan carried out using low-beta NSTX NBI-heated H-mode plasmas with ρ e , β e and q 95 kept approximately constant.…”
Section: × E B Shear Dependencementioning
confidence: 84%