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首页> 外文期刊>Inorganic Chemistry: A Research Journal that Includes Bioinorganic, Catalytic, Organometallic, Solid-State, and Synthetic Chemistry and Reaction Dynamics >Six-membered electron transfer series [V(dithiolene)_3] ~z (z = 1+, 0, 1-, 2-, 3-, 4-). An X-ray absorption spectroscopic and density functional theoretical study
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Six-membered electron transfer series [V(dithiolene)_3] ~z (z = 1+, 0, 1-, 2-, 3-, 4-). An X-ray absorption spectroscopic and density functional theoretical study

机译:六元电子转移序列[V(dithiolene)_3]〜z(z = 1+,0,1-,2-,3-,4-)。 X射线吸收光谱和密度泛函理论研究

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摘要

The electronic structures of vanadium centers coordinated by three dithiolene ligands have been elucidated by using a host of physical methods: X-ray crystallography, cyclic voltammetry, electronic absorption, electron paramagnetic resonance (EPR), and X-ray absorption spectroscopies, augmented by density functional theoretical (DFT) calculations. The consensus electronic structure derived from this approach is a V(IV) central ion for the neutral, monoanionic, and dianionic members of this electron transfer series, where the tris(dithiolene) ligand units are (L_3)~(4-), (L _3)~(5-·), and (L_3)~(6-), respectively. The trigonal prismatic monoanions, [V~(IV)(L _3~(5-·))]~(1-) (S = 0), are defined as singlet diradicals where the crystallographically observed dithiolene fold results from strong antiferromagnetic coupling between the metal-and ligand-based magnetic orbitals. These results are contrasted with the corresponding tris(dioxolene)vanadium electron transfer series toward establishing the factors that govern the molecular trigonal prismatic or octahedral geometries in systems with three redox noninnocent ligands.
机译:通过使用多种物理方法阐明了由三个二硫代烯配体配位的钒中心的电子结构:X射线晶体学,循环伏安法,电子吸收,电子顺磁共振(EPR)和X射线吸收光谱,密度提高了功能理论(DFT)计算。从该方法得出的共有电子结构是该电子转移系列中性,单阴离子和双阴离子成员的V(IV)中心离子,其中三(二硫代烯)配体单元为(L_3)〜(4-),( L _3)〜(5-·)和(L_3)〜(6-)。三角棱柱状单阴离子[V〜(IV)(L _3〜(5-·))]〜(1-)(S = 0)被定义为单峰双自由基,其中晶体学上观察到的二硫代双烯折叠是由于两分子之间的强反铁磁耦合产生的基于金属和配体的磁轨道。将这些结果与相应的三(二氧杂环戊烯)钒电子转移序列进行对比,以建立控制具有三个氧化还原非纯配体的分子三角棱柱或八面体几何形状的因素。

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