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Ab Initio study of magnetic interactions in the KCuF3 and K2CuF4 low-dimensional Systems

机译:从头算研究KCuF3和K2CuF4低维系统中的磁性相互作用

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摘要

The ab initio cluster model approach has been used to study the electronic structure and magnetic coupling of KCuF3 and K2CuF4 in their various ordered polytype crystal forms. Due to a cooperative Jahn-Teller distortion these systems exhibit strong anisotropies. In particular, the magnetic properties strongly differ from those of isomorphic compounds. Hence, KCuF3 is a quasi-one-dimensional (1D) nearest neighbor Heisenberg antiferromagnet whereas K2CuF4 is the only ferromagnet among the K2MF4 series of compounds (M=Mn, Fe, Co, Ni, and Cu) behaving all as quasi-2D nearest neighbor Heisenberg systems. Different ab initio techniques are used to explore the magnetic coupling in these systems. All methods, including unrestricted Hartree-Fock, are able to explain the magnetic ordering. However, quantitative agreement with experiment is reached only when using a state-of-the-art configuration interaction approach. Finally, an analysis of the dependence of the magnetic coupling constant with respect to distortion parameters is presented.
机译:从头算簇模型方法已用于研究KCuF3和K2CuF4各种有序多型晶体形式的电子结构和磁耦合。由于合作的Jahn-Teller畸变,这些系统表现出很强的各向异性。特别地,磁性能与同构化合物的磁性能强烈不同。因此,KCuF3是接近一维(1D)的近邻海森堡反铁磁体,而K2CuF4是K2MF4系列化合物(M = Mn,Fe,Co,Ni和Cu)中唯一表现出近似2D的铁磁体。邻居海森堡系统。不同的从头算技术被用来探索这些系统中的磁耦合。所有方法,包括不受限制的Hartree-Fock,都能够解释磁性排序。但是,只有在使用最新配置交互方法时才能与实验达成定量协议。最后,分析了磁耦合常数对畸变参数的依赖性。

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