密度泛函理论计算中F2的静态偶极极化率和超极化率。与传统从头算结果的异同

G. Maroulis, C. Makris
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引用次数: 2

摘要

我们利用有限场密度泛函计算计算了F2的静态偶极极化率和超极化率的键长依赖关系。在Re = 2.66816 a0的核间分离处,我们得到α/e2a02Eh−1 = 8.73 (B3LYP)和8.60 (B3PW91), Δα/ e2a02Eh−1= 6.42 (B3LYP)和6.32 (B3PW91), γ/ e4a04Eh−3 = 535 (B3LYP)和503 (B3PW91),具有大而灵活的[9s6p4d1f]基集。对于所有这三个性质,我们观察到b3lypd和B3PW91的屈服值都高于更准确的CCSD(T)结果:CCSD(T) < B3PW91 < B3LYP。在(超)极化率的各向异性方面,DFT与传统从头算方法的差异更为明显。
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Static Dipole Polarizability and Hyperpolarizability of F2 from Density Functional Theory Calculations. Similarities and Dissimilarities with Conventional ab initio Results
We have calculated the bond-length dependence of the static dipole polarizability and hyperpolarizability of F2 relying on finite-field density functional calculations. At the internuclear separation of Re = 2.66816 a0 we obtain α/e2a02Eh−1 = 8.73 (B3LYP) and 8.60 (B3PW91), Δα/ e2a02Eh−1= 6.42 (B3LYP) and 6.32 (B3PW91), γ/ e4a04Eh−3 = 535 (B3LYP) and 503 (B3PW91) with a large, flexible [9s6p4d1f] basis set. For all three properties we observe that both B3LYPand B3PW91 yield values above the more accurate CCSD(T) results: CCSD(T) < B3PW91 < B3LYP. The discrepancy between DFT and conventional ab initio methods is more pronounced for the anisotropy of the (hyper)polarizability.
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