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首页> 外文期刊>Journal of Molecular Structure. Theochem: Applications of Theoretical Chemistry to Organic, Inorganic and Biological Problems >Study of relationship of atomic orbital hybridization with bonding using hybridization displacement charge: optimal hybridization principle
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Study of relationship of atomic orbital hybridization with bonding using hybridization displacement charge: optimal hybridization principle

机译:利用杂化位移电荷研究原子轨道杂化与键的关系:最佳杂交原理

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摘要

Hybridization displacement charges (HDC) were computed for several symmetric molecules employing the ab initio HF/6-31G** method. HDC calculations provide several point charges near as well as far from the atoms in molecules. The HDC method preserves the contribution of each atom to the component of molecular dipole moment arising due to atomic orbital hybridization. Variation of total HDC with bond length showed a maximum or a shoulder near the optimized bond length in each case. The linear correlation coefficient between the optimized bond lengths and the positions of maxima or shoulders was found to be 0.81. According to the t-test, this correlation coefficient is significant at a level less than 0.5% showing that the correlation is meaningful. Thus it is concluded that bonding in molecules follows a principle that can be termed as Optimal Hybridization Principle (OHP). This-principle, like the Maximum Overlap Principle (MOP), can be used to explain bonding in molecules in a qualitative manner. The HDC components arising due to mixing of different s and p types of orbitals usually vary with bond length quite differently. Thus bonding is usually controlled by hybridization of some specific atomic orbitals in molecules which generally include those belonging to the next higher shell than the valence shell of the atom under consideration. (c) 2005 Elsevier B.V. All rights reserved.
机译:使用从头算HF / 6-31G **方法计算了几个对称分子的杂交置换电荷(HDC)。 HDC计算提供了分子中原子附近以及远离原子的几个点电荷。 HDC方法保留了每个原子对由于原子轨道杂交而产生的分子偶极矩分量的贡献。在每种情况下,总HDC随键长的变化都显示出最大值或接近优化键长的肩部。发现优化的键长度与最大值或肩部位置之间的线性相关系数为0.81。根据t检验,该相关系数在小于0.5%的水平上很显着,表明该相关是有意义的。因此得出结论,分子中的键合遵循可以被称为最佳杂交原理(OHP)的原理。像最大重叠原理(MOP)一样,该原理可用于定性解释分子中的键合。由于不同s和p类型的轨道混合而产生的HDC分量通常随键长的不同而有很大差异。因此,键合通常是通过分子中某些特定原子轨道的杂化来控制的,这些分子通常包括属于所考虑原子的价态壳的下一个更高的壳的那些。 (c)2005 Elsevier B.V.保留所有权利。

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