首页> 外文期刊>Theoretical chemistry accounts >Practical approach for beryllium atomic clusters: TD-DFT potential energy surfaces from equilibrium to dissociation for excited states of 2s -> 2p
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Practical approach for beryllium atomic clusters: TD-DFT potential energy surfaces from equilibrium to dissociation for excited states of 2s -> 2p

机译:铍原子簇的实用方法:TD-DFT潜在能量表面从平衡到2S - 2P的激发态的解离

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摘要

To shed light on the spectroscopic energy-smearing mechanism of the recently developed technique for multi-element analysis (e.g., forensic tests on artworks), which is called plume laser-induced fluorescence, practically computer simulations need to be accurate and fast enough for generating wide-range excited-state potential energy surfaces (PESs) from equilibrium to dissociation of large (non-equilibrated) atomic clusters. Currently, all the very high-level post-Hartree-Fock theories (e.g., coupled-cluster theory) are computationally too expensive for this purpose (e.g., taking at least similar to 23 years). After considering the extensive applications of time-dependent density-functional theory (TD-DFT) in computing the optical properties of many-body systems, we wonder how TD-DFT performs in the wide-range-PES generations because no such TD-DFT application is found by us in the literature (perhaps due to its insufficient static/non-dynamical correlation energy). In this work, we carried out TD-DFT calculations on beryllium atomic clusters from Be-1 to Be-50 (in contrast to open-shell H-2 or Li-2 system, we think the individual closed-shell Be systems at the dissociation limit could help TD-DFT to describe the static/non-dynamical correlation. For example, it is usually considered that Be-2 has zero non-dynamical correlation energy in the literature) with and without Tamm-Dancoff approximation (TDA). Electronic excited-state properties (e.g., PES, equilibrium position, dissociation energy, fork intersection) associated with 2s -> 2p are systematically investigated at a total of 48 levels of TD-DFT. Our calculations are thoroughly benchmarked against experimental results and (very) high-level theoretical values. In short, we find that for accurate simulations, it is necessary to use diffuse basis sets and the TDA approximation. TD-DFT with the small basis set 3-21+G* took similar to 2 min to finish a single-point excitation energy calculation on a linear Be-50 (a toy model), while the large basis set 6-311+G(2df,2p) took 30 min. By contrast, a couple-cluster theory EOM-CCSD with 6-311+G(2df,2p) took 2.5h to do the same but merely for a smaller linear Be-10. In general, we suggest that TD-DFT:TDA with 3-21+G* should be practically fast and accurate enough for emulating our desired wide-range excited-state PESs of large Be atomic clusters (including conical intersection points of close energies) in the future studies. Nevertheless, benchmarking work on (much) larger sizes of Be clusters will always be more desirable whenever its computational costs at very high level of theories becomes more tractable.
机译:在最近开发的多元素分析技术的光谱能量涂抹机制上阐明了(例如,艺术品上的法医试验),称为羽流激光诱导的荧光,实际上计算机模拟需要准确且足够快地产生宽范围的兴奋状态电位能量表面(PES)从平衡到大(非平衡)原子簇的解离。目前,所有非常高级别的Hartree-Fock理论(例如,耦合簇理论)对于此目的来说是过于昂贵的(例如,至少类似于23年)。在考虑到时间相关的密度功能理论(TD-DFT)的广泛应用后计算许多机身系统的光学性质,我们想知道TD-DFT如何在广泛的PES世代中执行,因为没有这样的TD-DFT我们在文献中发现了应用程序(可能是由于其静态/非动态相关能量不足)。在这项工作中,我们对BE-1的铍原子簇进行了TD-DFT计算(与Open-Shell H-2或Li-2系统相比,我们认为个人闭合壳是系统解离限制可以帮助TD-DFT描述静态/非动态相关性。例如,通常认为在文献中具有和没有TAMM-DANCOFF近似(TDA)的文献中的零非动态相关能量。与2S - > 2P相关的电子兴奋状态(例如,PE,平衡位置,解离能,叉交叉点,总计48级TD-DFT。我们的计算彻底反对实验结果和(非常)高水平理论值的基准测试。简而言之,我们发现,为了准确模拟,有必要使用漫反射基集和TDA近似。具有小基础组3-21 + G *的TD-DFT花了2分钟,在线性BE-50(玩具模型)上完成单点激励能量计算,而大量设定为6-311 + g (2df,2p)花了30分钟。相比之下,具有6-311 + g(2df,2p)的耦合群群理论EOM-CCSD花了2.5小时,但仅用于较小的线性BE-10。一般来说,我们建议TD-DFT:TDA具有3-21 + G *,其实际上足以足够快,足以模拟我们所需的广泛兴奋状态帕梅库斯(包括锥形交叉点)在未来的研究中。然而,每当其在非常高度的理论的计算成本变得更具易行时,就会对(多)的基准工作较大的尺寸将始终更为希望。

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