首页> 外文期刊>The journal of physical chemistry, A. Molecules, spectroscopy, kinetics, environment, & general theory >Fundamental Properties and Nature of CH··O Interactions in Crystals on the Basis of Experimental and theoretical Charge Densities. The Case of 3,4-Bis(dimethylamino)-3-cyclobutene-1,2-dione (DMACB) Crystal
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Fundamental Properties and Nature of CH··O Interactions in Crystals on the Basis of Experimental and theoretical Charge Densities. The Case of 3,4-Bis(dimethylamino)-3-cyclobutene-1,2-dione (DMACB) Crystal

机译:基于实验和理论电荷密度的晶体中CH··O相互作用的基本性质和性质。 3,4-双(二甲基氨基)-3-环丁烯-1,2-二酮(DMACB)晶体的情况

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摘要

The CH··O contacts in the 3,4-bis(dimethylamino)-3-cyclobutene-1,2-dione (DMACB) crystal have been characterized through a topological analysis of its experimental and theoretical densities, derived from a multipole refinement of X-ray diffraction data and from periodic Hartree-Fock calculations, respectively. The existence or the lack of an H··O bond critical point-that is a point through the two nuclei where the gradient of the electron density vanishes-allows us to distinguish between bonded and nonbonded CH··O contacts, regardless of the value of their H··O separation. the 23 unique bonded contacts in DMACB are characterized by a large and nearly constant (~140°) C-H-O angle, denoting the importance of the electrostatic energy contribution to such interactions. Instead, the nonbonded ones (four unique for H··O separations up to 3.0 A) are more bent and may even be folded down to 90°, since their dominant van der Waals contribution to the interaction energy is independent of the C-H-O angle. The CH··O angular distribution observed for H··O separations greater than 2.7 A is only apparently isotropic, since such isotropy clearly disappears when the bonded and nonbonded contacts are identified and their angular distributions separately analyzed. The Koch and Popelier criteria (J. Phys. Chem. 1995, 99, 9747) to establish H-bonds are, for the first time, applied in their entirety to a large set of CH··O contacts in a crystalline phase. The criteria are always satisfied by all of the bonded intermolecular CH··O contacts, with a single exception concerning one long bond and one of the six criteria only. The expressions proposed by Espinosa et al. (Chem. Phys. Lett. 1998, 285, 170), relating the potential energy densities at the critical point to the H-bond strengths, fail when applied to the weak CH··O interactions present in the DMACB crystal. The reasons for such a failure are outlined and new relationships are proposed. The importance of the promolecular charge distributions in defining topological properties of interest to the CH··O bonds is investigated. The criticism raised by Spackman (Chem. Phys. Lett. 1999, 301, 425) as to the lack of additional information provided by the experimental results to the description of such weak interactions is discussed. it is shown that the promolecular model yields significantly different electron density values at the critical point and in some instances even different topologies, compared to the corresponding multipole or theoretical densities. On the other hand, when the electron density topologies are the same, the values obtained from either electron density for the potential or kinetic energy density at the critical point, are very much alike.
机译:3,4-双(二甲基氨基)-3-环丁烯-1,2-二酮(DMACB)晶体中的CH·O接触已通过对实验和理论密度的拓扑分析得到了表征,该拓扑和理论密度来自于X射线衍射数据,分别来自周期性Hartree-Fock计算。 H··O键的临界点的存在与否(即通过两个原子核的电子密度梯度消失的点)使我们能够区分键合和非键合的CH··O接触,而不论其值如何H··O分离。 DMACB中的23个独特的键合触点的特点是C-H-O角大且几乎恒定(约140°),表明静电能对这种相互作用的贡献很重要。取而代之的是,未键合的键合键(对于高达3.0 A的H··O分离具有四个独特的键)更弯曲,甚至可以折叠至90°,因为它们对相互作用能的主要范德华力贡献与C-H-O角无关。 H··O分离大于2.7 A时观察到的CH··O角分布只是表面各向同性,因为当确定了键合和非键合的接触点并分别分析了它们的角分布时,这种各向同性明显消失了。建立H键的Koch和Popelier标准(J. Phys。Chem。1995,99,9747)首次全部应用于晶体相中的大量CH··O触点。所有键合的分子间CH··O接触始终满足该标准,只有一个长键和六个标准之一除​​外。 Espinosa等人提出的表达式。 (Chem。Phys。Lett。1998,285,170)将临界点处的势能密度与H键强度相关联,当应用于DMACB晶体中存在的弱CH··O相互作用时,该方法将失效。概述了这种失败的原因,并提出了新的关系。研究了分子前电荷分布在定义CH··O键感兴趣的拓扑特性中的重要性。 Spackman(Chem。Phys。Lett。1999,301,425)提出的批评是,缺乏实验结果提供的额外信息来描述这种弱相互作用。结果表明,与相应的多极或理论密度相比,分子模型在临界点产生了显着不同的电子密度值,在某些情况下甚至产生了不同的拓扑。另一方面,当电子密度拓扑相同时,从电子密度或临界点处的势能或动能密度获得的值非常相似。

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