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MSINDO-sCIS: A New Method for the Calculation of Excited States of Large Molecules

机译:MSINDO-sCIS:一种计算大分子激发态的新方法

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Theoretical background, parametrization, and performance of the semiempirical configuration interaction singles (CIS) method MSINDO-sCIS designed for the calculation of optical spectra of large organic molecules are presented. The CIS Hamiltonian is modified by scaling of the Coulomb and exchange integrals and a semiempirical correction. For a recently proposed benchmark set of 28 medium-sized organic molecules, vertical excitation energies for singlet and triplet states are calculated and statistically evaluated. A full reparameterization of the MSINDO method for both ground and excited state properties was necessary. The results of the reparameterized MSINDO-sCIS method are compared to the currently best semiempirical method for excited states, OM3-CISDTQ, and to other standard methods, such as MNDO and INDO/S. The mean absolute deviation with respect to the theoretical best estimates (TBEs) for MSINDO-sCIS is 0.44 eV, comparable to the OM3 method but significantly smaller than for INDO/S. The computational effort is strongly reduced compared to OM3-CISDTQ and OM3-MRCISD, since only single excitations are taken into account. Higher excitations are implicitly included by parametrization and an empirical correction term. By application of the Davidson-Liu block diagonalization method, high computational efficiency is achieved. Furthermore, it is demonstrated that the MSINDO-sCIS method correctly describes charge-transfer (CT) states that represent a problem for time-dependent density functional theory (TD-DFT) methods.
机译:介绍了用于计算大型有机分子光谱的半经验构型相互作用单(CIS)方法MSINDO-sCIS的理论背景,参数化和性能。 CIS哈密顿量通过对库仑进行换算,交换积分和半经验校正进行修改。对于最近提出的包含28个中型有机分子的基准测试组,计算了单重态和三重态的垂直激发能并进行了统计评估。对于基态和激发态特性,必须对MSINDO方法进行完全重新参数化。将重新参数化的MSINDO-sCIS方法的结果与当前用于激发态的最佳半经验方法OM3-CISDTQ以及其他标准方法(例如MNDO和INDO / S)进行比较。对于MSINDO-sCIS,相对于理论最佳估计值(TBE)的平均绝对偏差为0.44 eV,与OM3方法相当,但远小于INDO / S。与OM3-CISDTQ和OM3-MRCISD相比,计算工作量大大减少,因为仅考虑了单个激励。参数化和经验校正项隐含了更高的激励。通过使用Davidson-Liu块对角化方法,可以实现较高的计算效率。此外,证明了MSINDO-sCIS方法正确描述了电荷转移(CT)状态,这代表了随时间变化的密度泛函理论(TD-DFT)方法的问题。

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