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Reliable Energy Level Alignment at Physisorbed Molecule–Metal Interfacesfrom Density Functional Theory

机译:物理吸附分子-金属界面的可靠能级对准来自密度泛函理论

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摘要

A key quantity for molecule–metal interfaces is the energy level alignment of molecular electronic states with the metallic Fermi level. We develop and apply an efficient theoretical method, based on density functional theory (DFT) that can yield quantitatively accurate energy level alignment information for physisorbed metal–molecule interfaces. The method builds on the “DFT+Σ” approach, grounded in many-body perturbation theory, which introduces an approximate electron self-energy that corrects the level alignment obtained from conventional DFT for missing exchange and correlation effects associated with the gas-phase molecule and substrate polarization. Here, we extend the DFT+Σ approach in two important ways: first, we employ optimally tuned range-separated hybrid functionals to compute the gas-phase term, rather than rely on GW or total energy differences as in prior work; second, we use a nonclassical DFT-determined image-charge plane of the metallic surface to compute the substrate polarization term, rather than the classical DFT-derived image plane used previously.We validate this new approach by a detailed comparison with experimentaland theoretical reference data for several prototypical molecule–metalinterfaces, where excellent agreement with experiment is achieved:benzene on graphite (0001), and 1,4-benzenediamine, Cu-phthalocyanine,and 3,4,9,10-perylene-tetracarboxylic-dianhydride on Au(111). In particular,we show that the method correctly captures level alignment trendsacross chemical systems and that it retains its accuracy even formolecules for which conventional DFT suffers from severe self-interactionerrors.
机译:分子-金属界面的关键量是分子电子态与金属费米能级的能级对齐。我们基于密度泛函理论(DFT)开发并应用了一种有效的理论方法,该方法可以为物理吸附的金属-分子界面产生定量准确的能级对齐信息。该方法建立在“ DFT +Σ”方法的基础上,该方法基于多体扰动理论,该方法引入了近似的电子自能,可校正从常规DFT获得的能级排列,以消除与气相分子相关的交换和相关效应。和基板极化。在这里,我们以两种重要方式扩展了DFT +Σ方法:首先,我们采用最佳调谐的范围分隔混合函数来计算气相项,而不是像先前的工作那样依赖GW或总能量差。第二,我们使用非经典DFT确定的金属表面像电荷平面来计算衬底极化项,而不是之前使用的经典DFT衍生像平面。我们通过与实验的详细比较来验证这种新方法和几种原型分子-金属的理论参考数据界面,可以与实验很好地达成协议:石墨上的苯(0001)和1,4-苯二胺,铜酞菁,和在Au(111)上的3,4,9,10-per-四羧酸二酐。特别是,我们表明该方法可以正确捕获水平对齐趋势涵盖整个化学系统,即使在常规DFT遭受严重自相互作用的分子错误。

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