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Structural, electronic, and vibrational properties of solid Sr(OH)(2), calculated with different Hamiltonians

机译:用不同的哈密顿量计算的固体Sr(OH)(2)的结构,电子和振动性质

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The structural equilibrium parameters, the energetic of formation and hydration processes, and the O-H vibrational frequencies of crystalline Sr(OH)(2) have been investigated at the ab initio level using the periodic CRYSTAL package. Both Hartree-Fock (HF) and density functional theory (DFT) Hamiltonians have been used, the latter in its local density (LV), gradient-corrected (PP), and hybrid (B3LYP) versions. The computed Sr(OH)(2) structural parameters are in reasonable agreement with experiment, the largest deviation being for the a cell parameter, which is overestimated by all the adopted methods. With respect to experiment, DFT Hamiltonians give errors of the order of 13% for the formation energies, whereas errors for the heats of hydration from the corresponding oxide are as large as 27% for the LV functional. Two families of OH groups occur in the structure, in which one acts as a weak hydrogen bond donor. The fundamental omega(01)(OH) stretching frequency has been computed for the two OH groups, and their difference compared to experiment is (i) severely overestimated by HF, (ii) underestimated by both LV and PP, and (iii) in fair agreement at the B3LYP level. As a function of the adopted method, good correlation exists between omega(01)(OH) and (i) the OH equilibrium bond length, (ii) the OH.O H bond angle, and (iii) the value of the electric field gradient calculated at the H nucleus. Among the adopted functionals, B3LYP performs best for all considered features, particularly so for the OH vibrational data. (C) 2003 American Institute of Physics. [References: 44]
机译:使用周期性的CRYSTAL软件包,从头开始研究了晶体Sr(OH)(2)的结构平衡参数,形成和水化过程的能量以及O-H振动频率。哈特里-福克(HF)和密度泛函理论(DFT)的哈密顿量均已使用,后者的局部密度(LV),梯度校正(PP)和混合(B3LYP)版本。计算得出的Sr(OH)(2)结构参数与实验合理吻合,最大偏差是细胞参数,所有采用的方法都高估了该参数。关于实验,DFT哈密顿量给出的地层能量误差为13%左右,而相应氧化物的水合热误差对于LV官能团则高达27%。结构中有两个OH基团,其中一个充当弱氢键供体。已经计算出两个OH基团的基本omega(01)(OH)拉伸频率,与实验相比,它们的差异是(i)HF严重高估了;(ii)LV和PP都低估了;(iii)在B3LYP级别达成公平协议。作为所采用方法的函数,ω(01)(OH)与(i)OH平衡键长,(ii)OH.OH键角和(iii)电场梯度值之间存在良好的相关性在H核计算。在采用的功能中,B3LYP对于所有考虑的功能,尤其是对于OH振动数据,都表现最佳。 (C)2003美国物理研究所。 [参考:44]

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