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首页> 外文期刊>ACS Omega >Chemical Bonding in Transition Metal Nitride Os3N3+ Cluster: 6π Inorganic Benzene and δ2δ*1δ*1 Aromaticity
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Chemical Bonding in Transition Metal Nitride Os3N3+ Cluster: 6π Inorganic Benzene and δ2δ*1δ*1 Aromaticity

机译:过渡金属氮化物Os3N3 +团簇中的化学键:6π无机苯和δ2δ*1δ* 1芳烃

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Inorganic benzene-like clusters with a planar hexagonal ring are of interest in chemistry, as are new types of aromaticity, multifold aromaticity, and in particular δ aromaticity beyond carbon-based organic systems. Here we report on a computational study of chemical bonding in a binary Os3N3+ D3h (7A2″) cluster. This transition metal nitride cluster assumes a perfectly planar, heteroatomic, hexagonal geometry. An array of quantum chemistry tools is exploited to elucidate the electronic, structural, and bonding properties of D3h Os3N3+ cluster, which include canonical molecular orbitals, adaptive natural density partitioning, natural bond orbital analysis, orbital composition calculations, and nucleus-independent chemical shifts. The computational data collectively support the bonding picture of 2-fold π/δ aromaticity: 6π electrons delocalized over all Os/N centers versus an Os-based 4δ framework in the unique δ2δ*1δ*1 configuration. The π sextet renders this heteroatomic cluster an inorganic analog of benzene. Transition metal-based inorganic benzenes are unknown in the literature, to our knowledge. The triplet 4δ electron-counting is a rare case of d-orbital aromaticity and δ-aromaticity, following the reversed 4n Hückel rule for aromaticity in a triplet system. This bonding picture is concrete, differing fundamentally from a recent study on the relevant system.
机译:具有平面六边形环的无机苯样簇,在化学领域中令人关注,新型芳香剂,多重芳香剂,尤其是碳基有机体系以外的δ芳香剂也是如此。在这里,我们报告了有关二元Os3N3 + D3h(7A2″)簇中化学键合的计算研究。这种过渡金属氮化物簇具有完美的平面,杂原子,六边形几何形状。利用了一系列量子化学工具来阐明D3h Os3N3 +团簇的电子,结构和键合性质,包括规范的分子轨道,自适应自然密度分配,自然键轨道分析,轨道组成计算以及与核无关的化学位移。计算数据共同支持2倍π/δ芳香度的键合图:在唯一的δ2δ*1δ* 1构造中,相对于基于Os的4δ骨架,在所有Os / N中心上离域的6π电子。 π六聚体使该杂原子簇成为苯的无机类似物。据我们所知,过渡金属基无机苯在文献中是未知的。三重态4δ电子计数是d轨道芳香性和δ-芳香性的罕见情况,遵循三重态体系中关于芳香性的4nHückel逆定律。这种结合图是具体的,与最近对相关系统的研究有根本的不同。

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