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Investigations on the local structure and the spin-Hamiltonian parameters for the tetragonal $Cu^{2+}$ centre in $ZnGeF_{6}?·6H_{2}O$ crystal

机译:$ ZnGeF_ {6}?·6H_ {2} O $晶体中四方$ Cu ^ {2 +} $中心的局部结构和自旋哈密顿参数的研究

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The spin-Hamiltonian parameters ($g$ factors $g_{||}, g{|perp}$ and hyperfine structure constants $A_{||}$, $A{|perp}$) and the local structure for the tetragonal $Cu^{2+}$ centre in trigonal $ZnGeF_{6}?·6H_{2}O$ crystal are theoretically studied using the perturbation formulae of these parameters for a 3d9 ion in tetragonally elongated octahedra. In the calculations, the contributions to the spin-Hamiltonian parameters from ligand orbital and spin-orbit coupling are included on the basis of the cluster approach in view of moderate covalency of the studied systems, and the required crystal field parameters are obtained using the superposition model and the local structures of the studied $[Cu(H_{2}O)_{6}]^{2+}$ cluster. According to the calculations, the ligand octahedra around $Cu^{2+}$ suffer relative elongation$ au{sim 0.085 AA) along the [0 0 1] (or $C_4$) axis for the tetragonal $Cu^{2+}$ centres in $ZnGeF_{6}?·6H_{2}O$ crystal, due to the Jahn--Teller effect. The calculated results show good agreement with the experimental data.
机译:自旋哈密顿参数($ g $因子$ g_ {||},g {| perp} $和超精细结构常数$ A_ {||} $,$ A {| perp} $)和四边形的局部结构理论上,使用这些参数的摄动公式,对四角形细长八面体中的3d9离子,研究了三角形的$ ZnGeF_ {6}?·6H_ {2} O $晶体中的$ Cu ^ {2 +} $中心。在计算中,考虑到所研究系统的适度共价性,在聚类方法的基础上,包括了配体轨道和自旋轨道耦合对自旋哈密顿参数的贡献,并使用叠加获得了所需的晶体场参数。模型和所研究的$ [Cu(H_ {2} O)_ {6}] ^ {2 +} $簇的局部结构。根据计算,$ Cu ^ {2 +} $周围的配体八面体沿四角形$ Cu ^ {2+的[0 0 1](或$ C_4 $)轴经历相对伸长$ au {sim 0.085 AA)。由于Jahn-Teller效应,} $以$ ZnGeF_ {6}?·6H_ {2} O $晶体为中心。计算结果与实验数据吻合良好。

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