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Anisotropic displacement parameters from dispersion-corrected DFT methods and their experimental validation by temperature-dependent X-ray diffraction

机译:色散校正DFT方法的各向异性位移参数及其与温度相关的X射线衍射的实验验证

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摘要

In chemical crystallography, the thermal motion of scattering centres is commonly described by anisotropic displacement parameters (ADPs). Very recently, it has been shown that ADPs are not only accessible by diffraction experiments but also via theory: this emerging approach seems promising but must be thoroughly tested. In this study, we have performed specifically tailored X-ray diffraction (XRD) experiments in fine steps between 100 and 300 K which allow detailed comparison to ab initio data from dispersion-corrected density functional theory (DFT) combined with periodic lattice-dynamics. The compound chosen for this study, crystalline pentachloropyridine (C5NCl5), is well suited for this purpose: it represents a molecular crystal without H atoms, thus posing no challenge to XRD; its solid-state structure is controlled by dispersion and halogen-bonding interactions; and the ADPs associated with the peripheral Cl atoms show strong temperature dependence. Quality criteria in direct and in reciprocal space prove that ADPs are predicted with high confidence for the temperature range between 100 and 200 K, and that several economic dispersion corrections to DFT can be reliably employed for this purpose. Within the limits we have explored here, the ab initio prediction of ADPs appears to be a facile and complementary tool, especially in those cases where diffraction data cannot provide a straightforward model for thermal motion.
机译:在化学晶体学中,散射中心的热运动通常由各向异性位移参数(ADP)来描述。最近,研究表明,不仅可以通过衍射实验而且可以通过理论来获得ADP:这种新兴方法似乎很有希望,但必须进行彻底测试。在这项研究中,我们以100至300 K的精细步长进行了专门定制的X射线衍射(XRD)实验,可以与色散校正的密度泛函理论(DFT)结合周期性晶格动力学从头算数据进行详细比较。这项研究选择的化合物结晶五氯吡啶(C5NCl5)非常适合此目的:它代表一种不含H原子的分子晶体,因此对XRD毫无挑战。它的固态结构受分散和卤素键相互作用的控制。与周围Cl原子相关的ADP显示出强烈的温度依赖性。在直接空间和对等空间中的质量标准证明,对于100至200 K的温度范围,ADP的预测具有很高的可信度,并且为此目的可以可靠地对DFT进行多种经济色散校正。在我们这里探讨的极限范围内,ADP的从头算起预测似乎是一种便捷和补充的工具,尤其是在那些衍射数据无法为热运动提供简单模型的情况下。

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