Accurate Potential Energy Curves of H2 + and H2: A Coordinate Mapping Cosine Discrete Variable Repre

来源 :第十二届全国量子化学会议 | 被引量 : 0次 | 上传用户:limeijian168
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  A coordinate mapping discrete variable representation method with the cosine grid basis function is presented to successfully solute electronic Schr(o)dinger equation.In this paper we propose a scheme to optimize space grids distribution by two sets analytic mapping functions in cylinder coordinate.Special grid emphasis is given to the effective treatment of the coulomb attraction singularity using mapping procedure.The efficiency of scheme is illustrated with the eigenvalue calculation of H2 +.Ground state and low lying excited states potential energy curves of H2 + are calculated to be confirmed the consistency convergence with the number and range of grids.To calculate the correlation of electron-electron interaction,we further expand single electron model of H2 + into two electrons model of H2.We give new accurate potential energy curves of H2 for ground state and low lying states.Finally,the precision analysis is implemented compared with the multi-reference configuration interaction(MRCI)/AV6Z level of theory.
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