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一维钻石链反铁磁Ising模型磁化的模拟 被引量:4

Magnetic Properties of One-dimensional Antiferromagnetic Ising Diamond Chain
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摘要 采用Monte Carlo模拟方法对自旋为1/2的一维钻石链反铁磁Ising系统的磁化行为进行研究.在这个系统中,反铁磁的交换作用和三角结构导致存在自旋阻挫.重点研究不同的反铁磁自旋交换作用对系统磁行为和自旋构型的影响.模拟磁化曲线中M=MS/3磁化平台,得到平台宽度随不同的自旋交换相互作用强弱的变化关系,以及出现磁化平台时格点的自旋构型;给出亚稳态存在的条件及亚稳态时的微观构型.研究磁滞回线随温度的变化关系.结果表明,随着温度的升高,磁滞回线逐渐减小,最终消失. Monte Carlo method is used to study magnetic properties of S = 1 /2 one-dimensional antiferromagnetic Ising diamond chain.In this system,due to antiferromagnetic interactions and trigonal structure,there exists spin frustration.The magnetic behaviors and spin configurations of the system are investigated with different antiferromagnetic interactions.Magnetization plateaus at M = MS /3 are obtained in process of magnetization.Width of plateau exhibits variously for different antiferromangnetic interactions.Spin configurations are presented in the magnetization process as there appears the M = MS /3 plateau and the system lies in a metastable state.Consequently,conditions in which the metastable state appears are concluded.In addition,hysteresis loops of the system are studied in different temperatures.With increase of temperature the hysteresis loops become more and more unobvious,and finally disappear.
出处 《计算物理》 EI CSCD 北大核心 2010年第4期613-618,共6页 Chinese Journal of Computational Physics
关键词 自旋阻挫 MONTECARLO模拟 磁化平台 磁滞回线 spin frustration Monte Carlo simulation magnetization plateau hysteresis loop
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  • 1翁臻臻,冯倩,肖艳,李永森,黄志高.二维无规混合磁性系统磁特性的微磁学及Monte Carlo研究[J].计算物理,2004,21(3):339-345. 被引量:7
  • 2Noges J, Schuller I K. Exchange bias[J]. J Magn Magn Mater, 1999, 192: 203.
  • 3Kiwi M. Exchange bias theory[J]. J Magn Magn Mater, 2001, 234: 584.
  • 4Beschoten B, Keller J, Miltenyi P, et al. Domain state model for exchange bias: thickness dependence of diluted antiferromagnetic Co1-y O on exchange bias in Co/CoO[J]. J Magn Magn Mater, 2002, 240:248.
  • 5Hu Jingguo, Jin Guojun, Ma Yuqiang. Thickness dependence of exchange bias and coercivity in a ferromagnetic layer coupled with an antiferromagnetic layer[J].J Appl Phys, 2003, 94: 2529.
  • 6Misra A, Nowak U, Usadel K D. Structure of domain in a exchange-bias model[J]. J Appl Phys, 2004, 95:1357.
  • 7Nowak U, Usadel K D, Keller J, et al. Domain state model for exchange bias, I.Theory [J]. Phys Rev B, 2002, 66:014430.
  • 8Han D H, Zhu J G, Judy J H. NiFe/NiO bilayers with high exchange coupling and low coercive fields[J]. J Appl Phys, 1997, 81:4996.
  • 9Soeya S, Fuyama M, Tadokoro S, et al. NiO structure-exchange anisotropy relation in the Ni81Fe19/NiO films and thermal stability of its NiO film[J]. J Appl Phys, 1996, 79:1604.
  • 10Egelhoff W F Jr, Chen P J, Powell C J, et al. Growth of giant magnetoresistance spin valves using indium as a surfactant[J]. J Appl Phys, 1996, 79.2491.

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