作者: K. S. Knight
关键词: Basis (linear algebra) 、 Brillouin zone 、 Bond length 、 Chemistry 、 Crystallography 、 Perovskite (structure) 、 Symmetry (physics) 、 Crystal structure 、 Molecular geometry 、 Solid solution
摘要: The crystal structures of centrosymmetric, zone-boundary-tilted perovskite-structured phases with space group Pbnm can be decomposed in terms an appropriate set symmetry-adapted basis vectors, for irreducible representations wave vectors on the surface Brillouin zone cubic aristotype phase. Such a decomposition potentially allows physical to derived any observed structural distortion (bond lengths, bond angles, polyhedron volumes) as function applied thermodynamic variable (temperature, pressure, magnetic or electric field), indeed chemical composition studies solid solutions. methodology is illustrated using results from parametric study temperature dependence structure KCaF 3 between 100 and 400 K.