2015
DOI: 10.1063/1.4920967
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Spontaneous pairing and cooperative movements of micro-particles in a two dimensional plasma crystal

Abstract: International audienceIn an argon plasma of 20W rf discharge at a pressure of 1.38 Pa, a stable highly ordered monolayer of microparticles is suspended. We observe spontaneous particle pairing when suddenly reducing the gas pressure. Special types of dynamical activity, in particular, entanglement and cooperative movements of coupled particles have been registered. In the course of the experiment first appeared single vertical pairs of particles, in further they gradually accumulated causing melting of the ent… Show more

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Cited by 9 publications
(5 citation statements)
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“…However, care should be taken to clearly separate the generic and plasma-related phenomena which are peculiar to plasma crystals [14]. The latter may be, e.g., mode-coupling instability (MCI) [15][16][17][18], channeling of upstream extra particles [19], or particle pairing [20,21]. Vertical pairs of particles can form in a single-layer plasma crystal spontaneously [20] or after a sudden drop of the neutral gas pressure [21].…”
mentioning
confidence: 99%
“…However, care should be taken to clearly separate the generic and plasma-related phenomena which are peculiar to plasma crystals [14]. The latter may be, e.g., mode-coupling instability (MCI) [15][16][17][18], channeling of upstream extra particles [19], or particle pairing [20,21]. Vertical pairs of particles can form in a single-layer plasma crystal spontaneously [20] or after a sudden drop of the neutral gas pressure [21].…”
mentioning
confidence: 99%
“…Many experimental observations of ion wake-induced mode-coupling instability are explained well by the model where the ion wake is described as a pointlike positive charge q > 0 located downstream from the Fig. 5: Particle charge number Z as a function of the interaction range κ for the Einstein frequency ωE = 107 s −1 and a = 0.314 mm assuming the Yukawa interaction potential [24] (solid line) or the critical charge density principle [10] (dashed line). The intersection point corresponds to Z ≈ 13700 and κ ≈ 1.17.…”
Section: How the Flow Of Ions Drives Torsionsmentioning
confidence: 70%
“…An additional constraint can be added in the following way. Spontaneous appearance of coupled particle pairs in the course of an experiment indicates that the crystal is close to the marginally unstable state [10]. Assuming that this is the case, it is easy to roughly estimate both Z and κ; see fig.…”
Section: How the Flow Of Ions Drives Torsionsmentioning
confidence: 96%
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“…Discussion. It is expected that the extra particle floats above the crystal because it has a slightly smaller mass than the other particles [39]. Varying the mass (and charge) of the extra particle may yield further conclusions regarding the mass ratios in experiments.…”
mentioning
confidence: 98%