2000
DOI: 10.1023/a:1005207202143
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Cited by 460 publications
(218 citation statements)
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References 190 publications
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“…These results suggest that nonlinear IAW framework may be fundamental as suggested by the simulation of curls and folds [Chmyrev et al, 1992]. Physically, the nonlinear mode couplings of the inertial Alfvén fluctuations self-organize into larger-scale structures, which eventually break into smaller size coherent vortex structures [Stasiewicz et al, 2000]. Such a structural evolution into finer scales may be basically expected as shown by Lysak and Song [2008].…”
Section: Discussionmentioning
confidence: 76%
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“…These results suggest that nonlinear IAW framework may be fundamental as suggested by the simulation of curls and folds [Chmyrev et al, 1992]. Physically, the nonlinear mode couplings of the inertial Alfvén fluctuations self-organize into larger-scale structures, which eventually break into smaller size coherent vortex structures [Stasiewicz et al, 2000]. Such a structural evolution into finer scales may be basically expected as shown by Lysak and Song [2008].…”
Section: Discussionmentioning
confidence: 76%
“…These estimates are comparable with those of Asamura et al [2009], and it is likely that IAWs of k y /k z > 20-200 generate by the shear instability. Also, about the time scales for nonlinear IAW interactions, Chmyrev et al [1992] showed that the formation of a fold is within 2 s for the auroral parameters [Stasiewicz et al, 2000].…”
Section: Discussionmentioning
confidence: 99%
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“…The concept originates from a development by Lysak and Lotko (1996), and is described in more detail in a review article by Stasiewicz et al (2000). The dispersive properties of DAWs become important when the perpendicular wavelength becomes comparable to the ion gyroradius (ρ i ) or the electron skin depth (λ e ), i.e.…”
Section: Dispersive Alfvén Waves (Daw)mentioning
confidence: 99%
“…A parallel electric field is generated by dispersive Alfvén waves when the parallel electric force is balanced by the electron inertia, electron pressure gradient, and/or the finite ion gyro-radius effect (Stasiewicz et al 2000, and references therein). A dynamic model including the dispersive effects should be considered to properly address science questions associated with the Alfvénic acceleration region .…”
Section: Dispersive Alfvén Wavesmentioning
confidence: 99%