首页> 外文期刊>The Journal of Chemical Physics >A two force-constant model for complexes B center dot center dot center dot M-X (B is a Lewis base and MX is any diatomic molecule): Intermolecular stretching force constants from centrifugal distortion constants D-J or Delta(J)
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A two force-constant model for complexes B center dot center dot center dot M-X (B is a Lewis base and MX is any diatomic molecule): Intermolecular stretching force constants from centrifugal distortion constants D-J or Delta(J)

机译:配合物B中心点中心点中心点中心点M-X的两个力常数模型(B是Lewis碱,MX是任何双原子分子):离心变形常数D-J或Delta(J)引起的分子间拉伸力常数

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A two force-constant model is proposed for complexes of the type B center dot center dot center dot MX, in which B is a simple Lewis base of at least C-2v symmetry and MX is any diatomic molecule lying along a C-n axis (n >= 2) of B. The model assumes a rigid subunit B and that force constants beyond quadratic are negligible. It leads to expressions that allow, in principle, the determination of three quadratic force constants F-11, F-12, and F-22 associated with the r(B center dot center dot center dot M) = r(2) and r(M-X) = r(1) internal coordinates from the equilibrium centrifugal distortion constants D-J(e) or Delta(e)(J), the equilibrium principal axis coordinates a(1) and a(2), and equilibrium principal moments of inertia. The model can be applied generally to complexes containing different types of intermolecular bond. For example, the intermolecular bond of B center dot center dot center dot MX can be a hydrogen bond if MX is a hydrogen halide, a halogen-bond if MX is a dihalogen molecule, or a stronger, coinage-metal bond if MX is a coinage metal halide. The equations were tested for BrCN, for which accurate equilibrium spectroscopic constants and a complete force field are available. In practice, equilibrium values of D-J(e) or Delta(e)(J) for B center dot center dot center dot MX are not available and zero-point quantities must be used instead. The effect of doing so has been tested for BrCN. The zero-point centrifugal distortion constants D-J(0) or Delta(0)(J) for all B center dot center dot center dot MX investigated so far are of insufficient accuracy to allow F-11 and F-22 to be determined simultaneously, even under the assumption F-12 = 0 which is shown to be reasonable for BrCN. The calculation of F-22 at a series of fixed values of F-11 reveals, however, that in cases for which F-11 is sufficiently larger than F-22, a good approximation to F-22 is obtained. Plots of F-22 versus F-11 have been provided for Kr center dot center dot center dot CuCl, Xe center dot center dot center dot CuCl, OC center dot center dot center dot CuCl, and C2H2 center dot center dot center dot AgCl as examples. Even in cases where F-22 similar to F-11 (e.g., OC center dot center dot center dot CuCl), such plots will yield either F-22 or F-11 if the other becomes available. (C) 2016 AIP Publishing LLC.
机译:针对B型中心点中心点中心点MX的配合物,提出了两个力常数模型,其中B是至少具有C-2v对称性的简单Lewis碱,MX是沿Cn轴(n > = B的2)。模型假定为刚性子单元B,并且超出二次方的作用力常数可以忽略不计。得出的表达式原则上允许确定与r(B中心点中心点中心点M)= r(2)和r相关的三个二次力常数F-11,F-12和F-22 (MX)= r(1)来自平衡离心变形常数DJ(e)或Delta(e)(J)的内部坐标,平衡主轴坐标a(1)和a(2)以及平衡主惯性矩。该模型通常可以应用于包含不同类型分子间键的配合物。例如,如果MX是卤化氢,B中心点中心点中心点MX的分子间键可以是氢键,如果MX是二卤素分子,则B的中心点中心点的分子间键可以是卤素键,如果MX是MX2则可以是较强的钱币金属键。造币金属卤化物。对方程式进行了BrCN测试,可得到精确的平衡光谱常数和完整的力场。实际上,B中心点中心点中心点MX的D-J(e)或Delta(e)(J)的平衡值不可用,而必须使用零点数量。这样做的效果已针对BrCN进行了测试。到目前为止研究的所有B中心点中心点中心点MX的零点离心畸变常数DJ(0)或Delta(0)(J)都不够精确,无法同时确定F-11和F-22,即使在F-12 = 0的假设下,这对BrCN也是合理的。但是,在一系列F-11固定值下的F-22计算表明,在F-11足够大于F-22的情况下,可以获得与F-22的良好近似值。为Kr中心点中心点中心点CuCl,Xe中心点中心点中心点CuCl,OC中心点中心点中心点CuCl和C2H2中心点中心点中心点AgCl提供了F-22与F-11的关系图。例子。即使在F-22类似于F-11的情况下(例如OC中心点中心点中心点CuCl),如果有其他图可用,此类图将产生F-22或F-11。 (C)2016 AIP出版有限责任公司。

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