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Embedded density functional theory for covalently bonded and strongly interacting subsystems

机译:用于共价键和强相互作用子系统的嵌入式密度泛函理论

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Embedded density functional theory (e-DFT) is used to describe the electronic structure of strongly interacting molecular subsystems. We present a general implementation of the Exact Embedding (EE) method [J. Chem. Phys. 133, 084103 (2010)] to calculate the large contributions of the nonadditive kinetic potential (NAKP) in such applications. Potential energy curves are computed for the dissociation of Li~+-Be, CH_3-CF_3, and hydrogen-bonded water clusters, and e-DFT results obtained using the EE method are compared with those obtained using approximate kinetic energy functionals. In all cases, the EE method preserves excellent agreement with reference Kohn-Sham calculations, whereas the approximate functionals lead to qualitative failures in the calculated energies and equilibrium structures. We also demonstrate an accurate pairwise approximation to the NAKP that allows for efficient parallelization of the EE method in large systems; benchmark calculations on molecular crystals reveal ideal, size-independent scaling of wall-clock time with increasing system size.
机译:嵌入式密度泛函理论(e-DFT)用于描述强相互作用分子子系统的电子结构。我们提出了精确嵌入(EE)方法的一般实现[J.化学物理133,084103(2010)]来计算此类应用中非累加动能(NAKP)的巨大贡献。计算了Li〜+ -Be,CH_3-CF_3和氢键水团的离解势能曲线,并将使用EE方法获得的e-DFT结果与使用近似动能函数获得的结果进行了比较。在所有情况下,EE方法都与参考的Kohn-Sham计算保持极好的一致性,而近似函数会导致计算出的能量和平衡结构的定性失效。我们还演示了对NAKP的精确逐对逼近,可在大型系统中实现EE方法的有效并行化。分子晶体上的基准计算表明,随着系统尺寸的增加,理想的,与尺寸无关的壁钟时间缩放。

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