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首页> 外文期刊>International Journal of Quantum Chemistry >A QTAIM and Stress Tensor Perspective of Large-Amplitude Motions of the Tetrasulfur Tetranitride S4N4 Molecular Graph
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A QTAIM and Stress Tensor Perspective of Large-Amplitude Motions of the Tetrasulfur Tetranitride S4N4 Molecular Graph

机译:四硫代四氮化物S4N4分子图的大幅度运动的QTAIM和应力张量透视图

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The nature of the bonding interactions including the intramolecular S-S interactions in tetrasulfur tetranitride, S4N4 are probed by performing very large amplitude vibrations of all of the 18 normal modes of vibration. The QTAIM and stress tensor point properties are - then investigated and found to be highly dependent on the mode of vibration. A considerable degree of metallicity xi(r(b)) is found for the S-S and S-N bonding interactions. A unique bonding feature is found for a small amplitude vibration of the most anharmonic mode of this investigation, mode 2, where the S-S bond critical point (BCP) transforms from a closed-shell S-S BCP to a shared-shell S-S BCP. We find 17 new unique QTAIM topologies for the molecular graphs corresponding to the 18 modes of vibration along with seven "missing" topologies that are mapped onto a spanning 2-D Quantum topology Phase Diagram (QTPD). In addition, eleven unique topologies existing on 3-D QTPDs are found due to the presence of non-nuclear attractors (NNAs). We use the stress tensor eigenvalues to explain the invariance of the numbers and types of QTAIM critical points. The applicability of both the stiffness S and stress tensor stiffness S-r are also explored. Two new bond measures are introduced, a polarizability P and the stress tensor polarizability P-r which are derived from the stiffness S and stress tensor stiffness S-r, respectively. (C) 2016 Wiley Periodicals, Inc.
机译:通过在所有18种正常振动模式中执行非常大的振幅振动,可以探究键合相互作用的性质,包括四氮化四硫S4N4中的分子内S-S相互作用。然后研究了QTAIM和应力张量点属性,并发现它们高度依赖于振动模式。对于S-S和S-N键相互作用,发现了相当大的金属度xi(r(b))。在此研究的最不谐调模式(模式2)中,发现了一种针对小振幅振动的独特键合功能,其中S-S键合临界点(BCP)从闭壳S-S BCP转变为共享壳S-S BCP。我们为分子图找到了与18种振动模式相对应的17种新的独特QTAIM拓扑,以及映射到跨度2D量子拓扑相图(QTPD)的7种“缺失”拓扑。此外,由于存在非核吸引子(NNA),还发现了3-D QTPD上存在的11种独特拓扑。我们使用应力张量特征值来解释QTAIM临界点的数量和类型的不变性。还探讨了刚度S和应力张量刚度S-r的适用性。引入了两个新的键度量,分别从刚度S和应力张量刚度S-r得出的极化率P和应力张量极化率P-r。 (C)2016威利期刊公司

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