1994
DOI: 10.1063/1.870870
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Drift wave propagation as a source of plasma edge turbulence: Slab theory

Abstract: In a recent work [N. Mattor and P. H. Diamond, Phys. Rev. Lett. 62, 486 (1994)], it was suggested that large amplitude turbulence in edge plasmas [nlno-O( 1)] could originate from the core, reaching large amplitude when encountering regions of low density and temperature. Here the slab model of that theory is elaborated on and generalized to the case of nonadiabatic electron dynamics. It is shown that a drift wave launched with nlno<{l in a dense region can propagate into a sparse region and amplify. It is sho… Show more

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Cited by 41 publications
(48 citation statements)
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“…For the drift wave type perturbations we have simply an adiabatic response ñ /n 0 ϭe /T e . Having this in mind from ͑15͒, one obtains 30,31 ͩ ‫ץ‬…”
Section: B Zonal Flow Evolutionmentioning
confidence: 97%
“…For the drift wave type perturbations we have simply an adiabatic response ñ /n 0 ϭe /T e . Having this in mind from ͑15͒, one obtains 30,31 ͩ ‫ץ‬…”
Section: B Zonal Flow Evolutionmentioning
confidence: 97%
“…Calculation of the mean quantities ‫ץ‬ i ‫ץ‬ j and ‫ץ‬ i p‫ץ‬ j is most conveniently done by employing the notion of the generalized adiabatic invariant N k . [24][25][26]30,38 The wave kinetic equation for the quanta density of the generalized wave action N k allows us to determine the modulations of N k due the mean flow-small scale fluctuations interaction. In TITG turbulence we deal with two-field ( k and p k ) perturbations and we have to determine a useful combination of k and p k to form N k .…”
Section: ͑19͒mentioning
confidence: 99%
“…The numerical code used for our simulations has been based on the wave-kinetic approach to drift wave-zonal flow interactions in magnetized plasmas [6,7,20,21], as found in, e.g., tokamaks. This approach is centered around the wave mode density Nt; x; k, of which the evolution is given by a Boltzmann-like equation.…”
mentioning
confidence: 99%