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- W215957025 abstract "Three-dimensional quasi-helical plasma equilibria with flow are considered. A method for studying their instabilities and waves is described. The method uses the Fourier transformation to reduce the original spectral problem for a partial differential operator with linear coefficients in the physical space to a family of spectral problems for ordinary differential operators with periodic coefficients in the Fourier space. A qualitative description of the spectrum (including bounds for nonimaginary eigenvalues) is obtained. An efficient numerical procedure for finding the spectrum is presented. A complicated interplay between the flow and the magnetic field is illustrated." @default.
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- W215957025 date "1998-01-01" @default.
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- W215957025 title "A nonlinear spectral problem with periodic coefficients occurring in magnetohydrodynamic stability theory" @default.
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- W215957025 doi "https://doi.org/10.1007/978-3-0348-8789-2_9" @default.
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