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首页> 外文期刊>Diffusion and Defect Data. Solid State Data, Part B. Solid State Phenomena >A Semi-Empirical Parameterization of Interatomic Interactions Based onthe Statistical-Thermodynamic Analysis of the Data on Radiation Dif-fraction and Phase Equilibria in F.C.C.-Ni-Fe Alloys
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A Semi-Empirical Parameterization of Interatomic Interactions Based onthe Statistical-Thermodynamic Analysis of the Data on Radiation Dif-fraction and Phase Equilibria in F.C.C.-Ni-Fe Alloys

机译:基于F-C.C.-Ni-Fe合金辐射扩散分数和相平衡数据的统计-热力学分析的原子间相互作用的半经验参数化

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摘要

Using both the statistical-thermodynamics methods within the scope of the self-consistent field approximation and the diffraction data on coherent (or diffuse) scattering of X-rays (or thermal neutrons) from (dis)ordered f.c.c.-Ni—Fe alloys of various compositions, the estimation of interatomic interactions (including their magnetic contribution) and their temperature—concentration dependences were obtained. Based on the static concentration-wave representation, the expressions for configuration free energies of L1_2-Ni_3Fe-type permalloy, L1_0-NiFe-type elinvar and L1_2-Fe_3Ni-type invar were analyzed, considering explicit expressions for configuration entropies of atomic and magnetic subsystems with their configuration internal energies. Phase diagram of a system at issue was plotted within the field of the presence of f.c.c.-Ni—Fe alloys; their phase boundaries, equilibrium (static) properties near critical points (order parameter, etc.), and possible microstructures developed by composition-controlled magnetic transitions and/or order—disorder constant-composition solid—solid phase transformations were discussed. The obtained results were compared with available experimental data.
机译:在自洽场近似范围内使用统计热力学方法,并从各种(无序)fcc-Ni-Fe合金的X射线(或热中子)的相干(或扩散)散射进行衍射数据分析获得了原子组成,原子间相互作用(包括它们的磁性贡献)及其温度-浓度依赖性的估计。基于静态浓度波表示,分析了L1_2-Ni_3Fe型坡莫合金,L1_0-NiFe型elinvar和L1_2-Fe_3Ni型殷钢的构型自由能表达式,并考虑了原子和磁子系统的构型熵的显式表达式与它们的内部能量配置有关。讨论的系统相图在存在的f-c.c.-Ni-Fe合金领域内绘制。讨论了它们的相界,临界点附近的平衡(静态)特性(有序参数等),以及由成分控制的磁跃迁和/或有序-无序恒定成分的固-固相转变形成的可能的微结构。将获得的结果与可用的实验数据进行比较。

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