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• W2010410757 abstract "We demonstrate that the universal mode driven by the density gradient in a plasma slab can be absolutely unstable even in the presence of reasonable magnetic shear. Previous studies from the 1970s that reached the opposite conclusion used an eigenmode equation limited to ${L}_{x}ensuremath{gg}{ensuremath{rho}}_{i}$, where ${L}_{x}$ is the scale length of the mode in the radial direction, and ${ensuremath{rho}}_{i}$ is the ion Larmor radius. Here we instead use a gyrokinetic approach which does not have this same limitation. Instability is found for perpendicular wave numbers ${k}_{y}$ in the range $0.7ensuremath{lesssim}{k}_{y}{ensuremath{rho}}_{i}ensuremath{lesssim}100$, and for sufficiently weak magnetic shear: ${L}_{s}/{L}_{n}ensuremath{gtrsim}17$, where ${L}_{s}$ and ${L}_{n}$ are the scale lengths of magnetic shear and density. Thus, the plasma drift wave in a sheared magnetic field may be unstable even with no temperature gradients, no trapped particles, and no magnetic curvature." @default.
• W2010410757 created "2016-06-24" @default.
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• W2010410757 date "2015-03-04" @default.
• W2010410757 modified "2023-09-27" @default.
• W2010410757 title "Universal Instability for Wavelengths below the Ion Larmor Scale" @default.
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• W2010410757 doi "https://doi.org/10.1103/physrevlett.114.095003" @default.
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