The theory and algorithm are presented for the assignment of ferroelastic domains to the individual components of split Bragg peaks in high-resolution reciprocal-space maps. The formalism of mechanical compatibility of ferroelastic domains is further developed for the analysis of the geometry of the reciprocal space. The application of the algorithm to the reciprocal-space maps of tetragonal BaTiO3 and rhombohedral PbZr1−x Ti x O3 crystals is demonstrated.
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机译:提出了在高分辨率倒易空间图中将铁弹性域分配给分裂布拉格峰的各个分量的理论和算法。铁弹性域的机械兼容性的形式主义进一步发展,用于分析倒易空间的几何形状。该算法在四方 BaTiO3 和菱面体 PbZr1−x Ti x O3 晶体的倒易空间图中的应用得到了证明。
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