首页> 外文期刊>The Journal of Chemical Physics >SIMULATION OF NONDYNAMICAL CORRELATION IN DENSITY FUNCTIONAL CALCULATIONS BY THE OPTIMIZED FRACTIONAL ORBITAL OCCUPATION APPROACH - APPLICATION TO THE POTENTIAL ENERGY SURFACES OF O-3 AND SO2
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SIMULATION OF NONDYNAMICAL CORRELATION IN DENSITY FUNCTIONAL CALCULATIONS BY THE OPTIMIZED FRACTIONAL ORBITAL OCCUPATION APPROACH - APPLICATION TO THE POTENTIAL ENERGY SURFACES OF O-3 AND SO2

机译:优化的分数阶职业方法模拟密度函数计算中的非数值相关性-在O-3和SO2势能面中的应用

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摘要

If the energies of-occupied and empty orbitals as functions of N geometric parameters vary in different manners, single determinantal approaches such as the density functional ones may violate the Aufbau principle and the noncrossing rule, i.e., states of the same symmetry may cross in an (N-1)-dimensional parameter subspace. If dominant configuration mixing is simulated by a mixed ensemble density with fractional occupation numbers of the orbitals at the Fermi level, the density functional approaches recover the avoided crossing, as first pointed out by Dunlap and Mei [J. Chem. Phys. 78, 4997 (1983)]. However, present density functional approaches do not recover the nonavoided crossing in (N-2)-dimensional subspaces. The density functional-fractional occupation number approach yields reasonable pathways for the transition from the cyclic to the open ground state of O-3 and SO2 molecules. (C) 1996 American Institute of Physics. [References: 48]
机译:如果作为N个几何参数的函数的占据轨道和空轨道的能量以不同的方式变化,则诸如密度泛函之类的单行列式方法可能会违反Aufbau原理和非交叉规则,即,相同对称性的状态可能在一个(N-1)维参数子空间。如Dunlap和Mei首先指出的,如果用混合集合密度和轨道的分数占据数在费米能级上模拟主要构型混合,则密度泛函法将恢复避免的交叉。化学物理78,4997(1983)]。但是,当前的密度泛函方法无法恢复(N-2)维子空间中不可避免的交叉。密度泛函分数占据数方法为O-3和SO2分子从循环态转换为开放基态提供了合理的途径。 (C)1996年美国物理研究所。 [参考:48]

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