Nonlinear geometric scaling of coercivity in a three-dimensional nanoscale analog of spin ice

I. S. Shishkin, A. A. Mistonov, I. S. Dubitskiy, N. A. Grigoryeva, D. Menzel, S. V. Grigoriev

Результат исследований: Научные публикации в периодических изданияхстатья

4 Цитирования (Scopus)

Выдержка

Magnetization hysteresis loops of a three-dimensional nanoscale analog of spin ice based on the nickel inverse opal-like structure (IOLS) have been studied at room temperature. The samples are produced by filling nickel into the voids of artificial opal-like films. The spin ice behavior is induced by tetrahedral elements within the IOLS, which have the same arrangement of magnetic moments as a spin ice. The thickness of the films vary from a two-dimensional, i.e., single-layered, antidot array to a three-dimensional, i.e., multilayered, structure. The coercive force, the saturation, and the irreversibility field have been measured in dependence of the thickness of the IOLS for in-plane and out-of-plane applied fields. The irreversibility and saturation fields change abruptly from the antidot array to the three-dimensional IOLS and remain constant upon further increase of the number of layers n. The coercive force Hc seems to increase logarithmically with increasing n as Hc = Hc0 + α ln(n + 1). The logarithmic law implies the avalanchelike remagnetization of anisotropic structural elements connecting tetrahedral and cubic nodes in the IOLS.We conclude that the “ice rule” is the base of mechanism regulating this process.
Язык оригиналаанглийский
Страницы (с-по)064424
Число страниц8
ЖурналPhysical Review B - Condensed Matter and Materials Physics
Том94
Номер выпуска6
DOI
СостояниеОпубликовано - 2016

Предметные области Scopus

  • Физика и астрономия (все)

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title = "Nonlinear geometric scaling of coercivity in a three-dimensional nanoscale analog of spin ice",
abstract = "Magnetization hysteresis loops of a three-dimensional nanoscale analog of spin ice based on the nickel inverse opal-like structure (IOLS) have been studied at room temperature. The samples are produced by filling nickel into the voids of artificial opal-like films. The spin ice behavior is induced by tetrahedral elements within the IOLS, which have the same arrangement of magnetic moments as a spin ice. The thickness of the films vary from a two-dimensional, i.e., single-layered, antidot array to a three-dimensional, i.e., multilayered, structure. The coercive force, the saturation, and the irreversibility field have been measured in dependence of the thickness of the IOLS for in-plane and out-of-plane applied fields. The irreversibility and saturation fields change abruptly from the antidot array to the three-dimensional IOLS and remain constant upon further increase of the number of layers n. The coercive force Hc seems to increase logarithmically with increasing n as Hc = Hc0 + α ln(n + 1). The logarithmic law implies the avalanchelike remagnetization of anisotropic structural elements connecting tetrahedral and cubic nodes in the IOLS.We conclude that the “ice rule” is the base of mechanism regulating this process.",
author = "Shishkin, {I. S.} and Mistonov, {A. A.} and Dubitskiy, {I. S.} and Grigoryeva, {N. A.} and D. Menzel and Grigoriev, {S. V.}",
year = "2016",
doi = "10.1103/PhysRevB.94.06442",
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Nonlinear geometric scaling of coercivity in a three-dimensional nanoscale analog of spin ice. / Shishkin, I. S.; Mistonov, A. A.; Dubitskiy, I. S.; Grigoryeva, N. A.; Menzel, D.; Grigoriev, S. V.

В: Physical Review B - Condensed Matter and Materials Physics, Том 94, № 6, 2016, стр. 064424.

Результат исследований: Научные публикации в периодических изданияхстатья

TY - JOUR

T1 - Nonlinear geometric scaling of coercivity in a three-dimensional nanoscale analog of spin ice

AU - Shishkin, I. S.

AU - Mistonov, A. A.

AU - Dubitskiy, I. S.

AU - Grigoryeva, N. A.

AU - Menzel, D.

AU - Grigoriev, S. V.

PY - 2016

Y1 - 2016

N2 - Magnetization hysteresis loops of a three-dimensional nanoscale analog of spin ice based on the nickel inverse opal-like structure (IOLS) have been studied at room temperature. The samples are produced by filling nickel into the voids of artificial opal-like films. The spin ice behavior is induced by tetrahedral elements within the IOLS, which have the same arrangement of magnetic moments as a spin ice. The thickness of the films vary from a two-dimensional, i.e., single-layered, antidot array to a three-dimensional, i.e., multilayered, structure. The coercive force, the saturation, and the irreversibility field have been measured in dependence of the thickness of the IOLS for in-plane and out-of-plane applied fields. The irreversibility and saturation fields change abruptly from the antidot array to the three-dimensional IOLS and remain constant upon further increase of the number of layers n. The coercive force Hc seems to increase logarithmically with increasing n as Hc = Hc0 + α ln(n + 1). The logarithmic law implies the avalanchelike remagnetization of anisotropic structural elements connecting tetrahedral and cubic nodes in the IOLS.We conclude that the “ice rule” is the base of mechanism regulating this process.

AB - Magnetization hysteresis loops of a three-dimensional nanoscale analog of spin ice based on the nickel inverse opal-like structure (IOLS) have been studied at room temperature. The samples are produced by filling nickel into the voids of artificial opal-like films. The spin ice behavior is induced by tetrahedral elements within the IOLS, which have the same arrangement of magnetic moments as a spin ice. The thickness of the films vary from a two-dimensional, i.e., single-layered, antidot array to a three-dimensional, i.e., multilayered, structure. The coercive force, the saturation, and the irreversibility field have been measured in dependence of the thickness of the IOLS for in-plane and out-of-plane applied fields. The irreversibility and saturation fields change abruptly from the antidot array to the three-dimensional IOLS and remain constant upon further increase of the number of layers n. The coercive force Hc seems to increase logarithmically with increasing n as Hc = Hc0 + α ln(n + 1). The logarithmic law implies the avalanchelike remagnetization of anisotropic structural elements connecting tetrahedral and cubic nodes in the IOLS.We conclude that the “ice rule” is the base of mechanism regulating this process.

U2 - 10.1103/PhysRevB.94.06442

DO - 10.1103/PhysRevB.94.06442

M3 - Article

VL - 94

SP - 064424

JO - Physical Review B-Condensed Matter

JF - Physical Review B-Condensed Matter

SN - 1098-0121

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