2015
DOI: 10.1063/1.4929916
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Generation of multiple toroidal dust vortices by a non-monotonic density gradient in a direct current glow discharge plasma

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Cited by 28 publications
(36 citation statements)
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“…This analysis further demonstrates the condition for the existence of self-similar multiple co-rotating vortices in a driven-dissipative bounded flow system, of which the characteristic size, numbers, and strength of the multiple vortices depend on the aspect-ratio of the bounded flow domain. In the above whole analysis, the observed scale of dust velocity u ≈ 10 −3 U 0 agree with the experimental observations of u ∼ 0.1 -6 cm/sec in high Reynolds regime while shear ions are streaming with c s ∼ 27 cm/sec in various typical dust vortex flow experiments in both laboratory as well as microgravity space station [6,7,10].…”
Section: Flow Structure Dependence On Aspect-ratio Of the Boundedsupporting
confidence: 85%
“…This analysis further demonstrates the condition for the existence of self-similar multiple co-rotating vortices in a driven-dissipative bounded flow system, of which the characteristic size, numbers, and strength of the multiple vortices depend on the aspect-ratio of the bounded flow domain. In the above whole analysis, the observed scale of dust velocity u ≈ 10 −3 U 0 agree with the experimental observations of u ∼ 0.1 -6 cm/sec in high Reynolds regime while shear ions are streaming with c s ∼ 27 cm/sec in various typical dust vortex flow experiments in both laboratory as well as microgravity space station [6,7,10].…”
Section: Flow Structure Dependence On Aspect-ratio Of the Boundedsupporting
confidence: 85%
“…The radial modes are determined by the I th root of Bessel function J 0 (α I ) = 0 at the external boundary. The axial mode k z = (π/2L z ) specifies a single vortex along axial direction as in experimental observations [18]. The numerical solution for the stream function ψ(r, z) and its corresponding streamlines ( i.e., the contours of the product rψ) in the linear viscous regime are shown in Fig.…”
Section: A Benchmark Of the Numerical Solutionsmentioning
confidence: 85%
“…In many dusty plasma experiments [18,30], similar multiple dust vortices are observed to correlate with scales of the ion dragging interaction in background. Further, a remarkable property of the present analysis is that the geometry and the dimension of steady driven dust vortex structure in the linear regime are mainly asserted by the confining boundary whereas in the nonlinear regime, the structure is mostly controlled by the dynamical regime rather than the boundary.…”
Section: A Benchmark Of the Numerical Solutionsmentioning
confidence: 88%
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“…The vortex or rotational motion of dust particles is widely studied in various dusty plasma systems. The spontaneous rotation of dust grains 14 , two-dimensional (2D) dust vortex flow 15 , cluster rotation 16 poloidal rotation of dust grains with toroidal symmetry 17 , and wave a) Electronic mail: mangilal@ipr.res.in motion along with vortex motion [18][19][20] are observed in unmagnetized plasmas world wide. The horizontal and vertical vortex motion of dust grains in the presence of an auxiliary electrode near the levitated dust cloud in capacitive coupled plasma is also reported by Samarian et al 21 and Law et al 22 .…”
mentioning
confidence: 99%