Mesoscopic spin clusters, phase separation, and induced order in spin-gap magnets: A review

被引:0
|
作者
A. I. Smirnov
V. N. Glazkov
机构
[1] Russian Academy of Sciences,Kapitza Institute for Physical Problems
关键词
75.10.Jm; 76.50.+g;
D O I
暂无
中图分类号
学科分类号
摘要
In many low-dimensional systems with antiferromagnetic interactions, a magnetic order of the Néel type is absent. These systems remain in a quantum-disordered (spin-liquid) state down to zero temperature. The disordered state appears to be stable to weak perturbations when magnetic excitations are separated from the ground state by an energy gap. The stability of the spin-liquid ground state is destroyed upon introduction of impurities or in a sufficiently strong magnetic field. This paper presents a review of the main results of the experimental investigations performed in order to reveal and identify mesoscopic spin clusters formed in the vicinity of impurity ions, to determine the spatial structure of an impurity-induced magnetic order in spin-gap systems, and to examine the low-frequency excitation spectra of field-induced antiferromagnetic phases.
引用
收藏
页码:861 / 879
页数:18
相关论文
共 50 条
  • [32] SPIN-GAP AND MAGNETIC EXCITATIONS IN THE CUPRATE SUPERCONDUCTORS
    STEMMANN, G
    LAVAGNA, M
    PEPIN, C
    PHYSICA C, 1994, 235 : 1681 - 1682
  • [33] Search for magnetic order in undoped and doped spin-gap systems by mu SR
    Kojima, K
    Keren, A
    Le, LP
    Larkin, M
    Luke, GM
    Nachumi, B
    Wu, WD
    Uemura, YJ
    Azuma, M
    Takano, M
    Kiyono, K
    Miyasaka, S
    Motoyama, N
    Takagi, H
    Uchida, S
    Hase, M
    Sasago, Y
    Uchinokura, K
    Matsuda, M
    Katsumata, K
    Revcolevschi, A
    Cava, R
    HYPERFINE INTERACTIONS, 1997, 104 (1-4): : 37 - 42
  • [34] Spin gap in low-dimensional magnets (Review)
    Vasil'ev, AN
    Markina, MM
    Popova, EA
    LOW TEMPERATURE PHYSICS, 2005, 31 (3-4) : 203 - 223
  • [35] Spin-gap isomer in 96Cd
    Wadsworth, R.
    Singh, B. S. Nara
    Liu, Z.
    Grawe, H.
    Brock, T. S.
    Boutachkov, P.
    Braun, N.
    Blazhev, A.
    Gorska, M.
    Pietri, S.
    Rudolph, D.
    Domingo-Pardo, C.
    Steer, S. J.
    Atac, A.
    Bettermann, L.
    Caceres, L.
    Eppinger, K.
    Engert, T.
    Faestermann, T.
    Farinon, F.
    Finke, F.
    Geibel, K.
    Gerl, J.
    Gernhauser, R.
    Goel, N.
    Gottardo, A.
    Grebosz, J.
    Hinke, C.
    Hoischen, R.
    Ilie, G.
    Iwasaki, H.
    Jolie, J.
    Kaskas, A.
    Kojouharov, I.
    Krucken, R.
    Kurz, N.
    Merchan, E.
    Nociforo, C.
    Nyberg, J.
    Pfutzner, M.
    Prochazka, A.
    Podolyak, Zs
    Regan, P. H.
    Reiter, P.
    Rinta-Antila, S.
    Scholl, C.
    Schaffner, H.
    Soderstrom, P-A
    Warr, N.
    Weick, H.
    RUTHERFORD CENTENNIAL CONFERENCE ON NUCLEAR PHYSICS, 2011, 2012, 381
  • [36] Spin-gap phenomenon by an SO(5) model
    Hu, X
    PHYSICA B, 2000, 284 : 461 - 462
  • [37] Selection rule of ESR for spin-gap systems
    Sakai, T
    Cepas, O
    Ziman, T
    PHYSICA B, 2001, 294 : 26 - 29
  • [38] Spin-gap spectroscopy in a bosonic flux ladder
    Strinati, Marcello Calvanese
    Gerbier, Fabrice
    Mazza, Leonardo
    NEW JOURNAL OF PHYSICS, 2018, 20
  • [39] Field induced disordered-local-moment phase in site-diluted spin-gap antiferromagnets
    Yu, Rong
    Roscilde, Tommaso
    Haas, Stephan
    NEW JOURNAL OF PHYSICS, 2008, 10
  • [40] Alternating spin and orbital dimerization and spin-gap formation in coupled spin-orbital systems
    Pati, SK
    Singh, RRP
    Khomskii, DI
    PHYSICAL REVIEW LETTERS, 1998, 81 (24) : 5406 - 5409