1986
DOI: 10.1063/1.865898
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Solitary vortices in a rotating plasma

Abstract: Nonlinear equations describing the flute dynamics of rotating plasma are derived and solitary vortex solutions are obtained. The solution takes the form of a shielded dipole vortex, similar to that found for nonlinear Rossby waves. The nonlinear dispersion relation, relating propagation speed to vortex radius, is obtained. Vortex speeds are shown to take values complementary to the phase velocities of the linear modes of the system. The E×B circulation velocity of the plasma trapped in the vortex is comparable… Show more

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Cited by 44 publications
(26 citation statements)
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“…Experiments using thin soap films and electrolyte have observed similar vortices, despite non-2D effects associated with the boundary layers and free surfaces [2,3]. Theoretical studies have analyzed coherent structures, such as drift-wave vortices, in various plasma systems [4,5]. Experimentally, the existence of such plasma structures is generally inferred from point probe measurements [6][7][8][9], and it is often presumed that these structures are destroyed by shear in the background flow.…”
mentioning
confidence: 99%
“…Experiments using thin soap films and electrolyte have observed similar vortices, despite non-2D effects associated with the boundary layers and free surfaces [2,3]. Theoretical studies have analyzed coherent structures, such as drift-wave vortices, in various plasma systems [4,5]. Experimentally, the existence of such plasma structures is generally inferred from point probe measurements [6][7][8][9], and it is often presumed that these structures are destroyed by shear in the background flow.…”
mentioning
confidence: 99%
“…Equations ͑14͒-͑16͒ are the generalization of Horton et al 10 to include the effects of the parallel electron dynamics and charged dust impurities.…”
Section: ͑1͒mentioning
confidence: 99%
“…One class, the dipolaf drift mode vortex [Makino et al 1981;Horton et al 1986] occurs for the case where the plasma corotates at both the inner and outer radial boundaries of the torus. One class, the dipolaf drift mode vortex [Makino et al 1981;Horton et al 1986] occurs for the case where the plasma corotates at both the inner and outer radial boundaries of the torus.…”
Section: Sd (1988) Use Periodograms and Statistical Analysis Ofmentioning
confidence: 99%
“…In this work we show that in a geometry which idealizes that of the Io plasma torus, we find at least two classes of large-scale solitary vortex structures. One class, the dipolaf drift mode vortex [Makino et al 1981;Horton et al 1986] occurs for the case where the plasma corotates at both the inner and outer radial boundaries of the torus. The speed of propagation of the dipole vortex depends on the unperturbed density profile of the torus, and is compatible with the observed lag of 3-5% for the n-kom source.…”
Section: Sd (1988) Use Periodograms and Statistical Analysis Ofmentioning
confidence: 99%