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基于特殊准随机结构模型的顺磁性奥氏体相的第一性原理研究

First-principles study of paramagnetic austenite phase based on SQS model
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摘要 利用特殊准随机结构(special quasi-random structure,SQS)模拟顺磁性奥氏体相,基于密度泛函理论的第一性原理,使用VASP软件计算了无磁性和顺磁性fcc Fe结构的磁矩、平衡晶格常数及空位形成能,并与前人的实验值和模拟计算值进行对比。结果显示,相较于传统的无磁性模拟方法而言,利用SQS模型模拟顺磁性奥氏体相不仅能体现出单个铁原子的磁性特点,并且计算得到的空位形成能和晶格常数与实验值有着更好的一致性,由此可见,利用SQS模型构建顺磁性奥氏体相是可行的。 In the paper,the special quasi-random structure(SQS)was applied to simulate the paramagnetic state of austenite phase.Aided by the density functional theory based on first-principles,the magnetic moment,equilibrium lattice constant and vacancy formation energy of non-magnetic and paramagnetic fcc Fe structures were calculated by using VASP software,and the results were compared with the previous experimental values and the calculated values by simulation.The results show that compared with the traditional non-magnetic simulation method,the use of the SQS model to simulate the paramagnetic austenite phase can not only reflect the magnetic characteristics of a single iron atom but also promise better consistency of the calculated vacancy formation energy and lattice constant with the previous experimental values.It is feasible to use the SQS model to construct the paramagnetic austenite phase.
作者 胡宇豪 魏然 侯廷平 林恒福 王红鸿 吴开明 Hu Yuhao;Wei Ran;Hou Tingping;Lin Hengfu;Wang Honghong;Wu Kaiming(State Key Laboratory of Refractories and Metallurgy,Wuhan University of Science and Technology,Wuhan 430081,China;Hubei Collaborative Innovation Center for Advanced Steel,Wuhan University of Science and Technology,Wuhan 430081,China;College of Science,Wuhan University of Science and Technology,Wuhan 430065,China)
出处 《武汉科技大学学报》 CAS 北大核心 2021年第5期335-339,共5页 Journal of Wuhan University of Science and Technology
基金 国家自然科学基金资助项目(51601135,51971165,U20A20279).
关键词 奥氏体 顺磁性 特殊准随机结构 第一性原理 晶格常数 空位形成能 austenitic paramagnetism SQS first-principles lattice constant vacancy formation energy
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  • 1吴宇平 万春荣 姜长印 李建军 等.中国能源杂志,1999,23:191-191.
  • 2朱梓忠.物理学报,1998,47:784-784.
  • 3Kohn W and Sham L J 1965 Phys Rev B 140 A1133.
  • 4Ellis D E, Benesh G A and Byrom E 1977 Phys Rev B Solid State 16 3308
  • 5Asada T, Jarlborg T and Freeman A J 1981 Phys Rev B-Condensed Matter 24 510
  • 6Lindgren B and Ellis D E 1983 Journal of Physics F: Metel Physics 13 1471
  • 7Nakamatsu H, Azuma Y, Adachi H and Kawai S 1985 Journal of the Physical Society of Japan 54 2229
  • 8Guo X Q, Podloucky R and Freeman A J 1989 Phys Rev B 40 2793
  • 9Hohenberg P and Kohn W 1964 Phys Rev B 136 B894
  • 10Louie S G, Ho K M and Cohen M L 1979 Phys Rev B 19 1774

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