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Quantum treatment of protons with the reduced explicitly correlated Hartree-Fock approach

机译:简化显式相关Hartree-Fock方法对质子的量子处理

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The nuclear-electronic orbital (NEO) approach treats select nuclei quantum mechanically on the same level as the electrons and includes nonadiabatic effects between the electrons and the quantum nuclei. The practical implementation of this approach is challenging due to the significance of electron-nucleus dynamical correlation. Herein, we present a general extension of the previously developed reduced NEO explicitly correlated Hartree-Fock (RXCHF) approach, in which only select electronic orbitals are explicitly correlated to each quantum nuclear orbital via Gaussian-type geminal functions. Approximations of the electronic exchange between the geminal-coupled electronic orbitals and the other electronic orbitals are also explored. This general approach enables computationally tractable yet accurate calculations on molecular systems with quantum protons. The RXCHF method is applied to the hydrogen cyanide (HCN) and FHF- systems, where the proton and all electrons are treated quantum mechanically. For the HCN system, only the two electronic orbitals associated with the CH covalent bond are geminal-coupled to the proton orbital. For the FHF- system, only the four electronic orbitals associated with the two FH covalent bonds are geminal-coupled to the proton orbital. For both systems, the RXCHF method produces qualitatively accurate nuclear densities, in contrast to mean field-based NEO approaches. The development and implementation of the RXCHF method provide the framework to perform calculations on systems such as proton-coupled electron transfer reactions, where electron-proton nonadiabatic effects are important. (C) 2015 AIP Publishing LLC.
机译:核电子轨道(NEO)方法在与电子相同的水平上机械地处理选定的核量子,并且包括电子与量子核之间的非绝热效应。由于电子核动态相关性的重要性,这种方法的实际实施具有挑战性。本文中,我们介绍了先前开发的简化NEO显式相关Hartree-Fock(RXCHF)方法的一般扩展,其中只有选定的电子轨道通过高斯型双子函数与每个量子核轨道显式相关。还探索了双子耦合电子轨道与其他电子轨道之间的电子交换的近似。这种通用方法可以对具有质子的分子系统进行易计算但精确的计算。 RXCHF方法应用于氰化氢(HCN)和FHF-系统,其中质子和所有电子均通过量子力学进行处理。对于HCN系统,仅与CH共价键关联的两个电子轨道与质子轨道成对耦合。对于FHF系统,只有与两个FH共价键关联的四个电子轨道与质子轨道成对耦合。对于这两个系统,与基于平均场的近地天体方法相比,RXCHF方法可产生定性准确的核密度。 RXCHF方法的开发和实施为在质子耦合电子转移反应等系统上进行计算提供了框架,在该系统中,质子非绝热效应很重要。 (C)2015 AIP Publishing LLC。

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