2009
DOI: 10.1103/physreva.80.063401
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Crystallization of ion clouds in octupole traps: Structural transitions, core melting, and scaling laws

Abstract: The stable structures and melting properties of ion clouds in isotropic octupole traps are investigated using a combination of semi-analytical and numerical models, with a particular emphasis at finite size scaling effects. Small-size clouds are found to be hollow and arranged in shells corresponding approximately to the solutions of the Thomson problem. The shell structure is lost in clusters containing more than a few thousands of ions, the inner parts of the cloud becoming soft and amorphous. While melting … Show more

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Cited by 21 publications
(37 citation statements)
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“…This combination roughly explains the structural features found by Okada and co-workers based on the structures known theoretically for ion crystals in isotropic traps [6,7,20]. The dense versus hollow clouds predicted for the quadrupolar and octupolar traps, respectively, immediately suggest that the crystals in linear octupole traps should consist of a dense arrangement along a single axis with a hollow structure along the two other axes, which is nothing else but a cylinder.…”
Section: Introductionsupporting
confidence: 79%
“…This combination roughly explains the structural features found by Okada and co-workers based on the structures known theoretically for ion crystals in isotropic traps [6,7,20]. The dense versus hollow clouds predicted for the quadrupolar and octupolar traps, respectively, immediately suggest that the crystals in linear octupole traps should consist of a dense arrangement along a single axis with a hollow structure along the two other axes, which is nothing else but a cylinder.…”
Section: Introductionsupporting
confidence: 79%
“…As mentioned above, for higher order geometries, the density is expected to increase with the distance from the center of the trap, leading to a tube-like self-organized structure. This prediction in the mean-field approach is confirmed by molecular dynamics simulations for ion numbers above a few hundred [10].…”
Section: Theory Of the Multipole Trapsupporting
confidence: 73%
“…One can define a plasma parameter Γ(r) = q 2 n(r) 1/3 /(4π 0 k B T ), which results to be position dependent, and is hence smaller at the center of the trap, reaching a maximum at the radius where the density is maximum. This feature indicates that crystallization is first expected in the outer shells of the crystals, and only at sufficiently low temperatures the ions form ordered clusters in the entire trap volume where they are distributed [8,10].…”
Section: B Charge Distribution At Equilibrium For Weak Correlationsmentioning
confidence: 98%
“…The distribution of charges at equilibrium in a multipole trap has been numerically evaluated in a series of works, which have reported the appearance of hollow structures [6][7][8][9][10][11] . This phenomenon can already be understood by calculating the charge density distribution of a weakly correlated plasma [14].…”
Section: B Charge Distribution At Equilibrium For Weak Correlationsmentioning
confidence: 99%
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