Ordered Structures on the BCC Lattice with First, Second, Third and Fifth Neighbour Interactions
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Using a method of linear inequalities similar to that introduced previously by Kanamori and others, we determine the ground state of the Ising model on the BCC lattice in the presence of first, second, thirdand fifth neighbour interactions. Thirteen new structures are found ; the C 11 b (MoSi 2 )and B 11 (γ - TiCu) in particular are found to be stabilized by third and /for fifth neighbour interactions. Some regions of the phase diagram however are still not completely known.
[1] D. de Fontaine,et al. Theoretical Prediction of Ordered Superstructures in Metallic Alloys , 1981 .
[2] H. Ino,et al. Ordered Structures of Interstitial Solutes in BCC Lattice , 1979 .
[3] S. Katsura,et al. A Method of Determining the Orderings of the Ising Model with Several Neighbor Interactions under the Magnetic Field and Applications to Hexagonal Lattices , 1976 .
[4] J. Kanamori. Magnetization Process in an Ising Spin System , 1966 .