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New measure of distortion for coordination polyhedra

机译:协调多面体变形的新方法

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A new global measure of distortion for coordination polyhedra is proposed, based on a comparison of the ratios V-s(circumscribed sphere)/V-p(polyhedron) calculated, respectively, for the real and ideal polyhedra of the same number of coordinated atoms which have the same circumscribed sphere. This formula can be simplified to v(%) = 100[V-i(ideal) - V-r(real)]/V-i, where V-i, and V-r are the volumes of the above-defined polyhedra. The global distortion can be combined with other polyhedral characteristics, e.g. with the eccentricity of the central atom in the polyhedron or with the degree of sphericity of the coordination sphere [Balic Zunic & Makovicky (1996). Acta Cryst. B52, 78-81]. V-s/V-p ratios are given for a number of ideal polyhedra, including several types of trigonal coordination prisms, with the aim of facilitating the distortion calculations. The application examples included in the paper are: complex sulfides based on PbS and SnS archetypes, coordination polyhedra of large cations in feldspars, a phase transformation in a monoclinic amphibole and the subdivision of structures isopointal to ilmenite. [References: 40]
机译:提出了一种新的整体多面体畸变的整体测量方法,它是基于相同数目的相同配位原子的实数和理想多面体分别计算的比率Vs(外接球)/ Vp(多面体)的比较外接球体。该公式可以简化为v(%)= 100 [V-i(理想)-V-r(实数)] / V-i,其中V-i和V-r是上述多面体的体积。整体畸变可与其他多面体特征(例如与多面体中中心原子的偏心率或配位球体的球形度有关[Balic Zunic&Makovicky(1996)。 Acta Cryst。 B52,78-81]。给出了许多理想的多面体的V-s / V-p比,包括几种类型的三角配角棱镜,目的是简化畸变计算。本文包括的应用实例包括:基于PbS和SnS原型的复杂硫化物,长石中大阳离子的配位多面体,单斜闪石中的相变以及等分于钛铁矿的结构细分。 [参考:40]

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