Ion hole one-dimensional equilibrium and stability
POSTER
Abstract
Ion holes are electrostatic solitary waves with negative potential,
now frequently observed in space plasmas. This new theoretical work[1],
using a generalization of the treatment recently developed for slow
electron holes[2], shows that an often-cited criterion for ion hole
existence is mistaken and they can in fact exist for a wide range of
ion to electron temperature ratios. Shifts of the hole velocity $v_h$
relative to the ion distributions systematically decrease the
permitted hole depths, which become extremely small by $v_h/v_{ti}sim
2$. Ion holes are usually unstably accelerated by electron reflection
forces which are calculated numerically and analytically for the
resulting asymmetric potential structure. The timescale of this
acceleration is proportional to the ion plasma period, and generally
longer than the ion bounce time in the potential well. Thus, ion holes
behave like approximately rigid entities and even when unstable can
survive much longer than the typical transit time of a satellite, so
as to be observable.
[1] I H Hutchinson, Phys. Plasmas 30, 032107 (2023)
[2] I H Hutchinson, Phys. Rev. E 104, 055207 (2021)
now frequently observed in space plasmas. This new theoretical work[1],
using a generalization of the treatment recently developed for slow
electron holes[2], shows that an often-cited criterion for ion hole
existence is mistaken and they can in fact exist for a wide range of
ion to electron temperature ratios. Shifts of the hole velocity $v_h$
relative to the ion distributions systematically decrease the
permitted hole depths, which become extremely small by $v_h/v_{ti}sim
2$. Ion holes are usually unstably accelerated by electron reflection
forces which are calculated numerically and analytically for the
resulting asymmetric potential structure. The timescale of this
acceleration is proportional to the ion plasma period, and generally
longer than the ion bounce time in the potential well. Thus, ion holes
behave like approximately rigid entities and even when unstable can
survive much longer than the typical transit time of a satellite, so
as to be observable.
[1] I H Hutchinson, Phys. Plasmas 30, 032107 (2023)
[2] I H Hutchinson, Phys. Rev. E 104, 055207 (2021)
Presenters
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Ian Hutchinson
Massachusetts Institute of Technology MI
Authors
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Ian Hutchinson
Massachusetts Institute of Technology MI