Quasi-One-Dimensional Ising Models with Defects of the “Random Local Field” Type: the Imry–Ma Phase in Spaces with a Dimension Higher than the Lower Critical Dimensionality

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作者：

A. A. Berzin

A. I. Morosov

A. S. Sigov

机构：

[1] MIREA—Russian Technological University,

[2] Moscow Institute of Physics and Technology (National Research University),undefined

来源：

Physics of the Solid State | 2021年 / 63卷

关键词：

defects of the “random local field” type; quasi-one-dimensional Ising model; phase diagram; Imry–Ma phase;

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页码：141 / 144

页数：3

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[1] Quasi-One-Dimensional Ising Models with Defects of the "Random Local Field" Type: the Imry-Ma Phase in Spaces with a Dimension Higher than the Lower Critical Dimensionality
Berzin, A. A.
Morosov, A. I.
Sigov, A. S.
[J]. PHYSICS OF THE SOLID STATE, 2021, 63 (01) : 141 - 144
[2] Phase diagram for the O(n) model with defects of “random local field” type and verity of the Imry–Ma theorem
A. A. Berzin
A. I. Morosov
A. S. Sigov
[J]. Physics of the Solid State, 2017, 59 : 2016 - 2022
[3] Absence of jump discontinuity in the magnetization in quasi-one-dimensional random-field Ising models
Sabhapandit, S
[J]. PHYSICAL REVIEW B, 2004, 70 (22) : 224401 - 1
[4] Phase diagram for the O(n) model with defects of "random local field" type and verity of the Imry-Ma theorem
Berzin, A. A.
Morosov, A. I.
Sigov, A. S.
[J]. PHYSICS OF THE SOLID STATE, 2017, 59 (10) : 2016 - 2022