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POTENTIAL ENERGY CURVE OF N^sub 2^ REVISITED

机译:修订了N ^ sub 2 ^的势能曲线

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Recently generated ground state potential energy curves (PECs) for the nitrogen molecule, as obtained with the reduced multireference (RMR) coupled-cluster (CC) method with singles and doubles (RMR-CCSD), and its version corrected for the secondary triples RMR-CCSD(T), using cc-pVXZ basis sets with X = D, T, and Q, as well as the extrapolated complete basis set (cbs) limit (X. Li and J. Paldus: J. Chem. Phys. 2008, 129, 054104), are compared with both the highly accurate theoretical configuration interaction PEC of Gdanitz (Chem. Phys. Lett. 1998, 283, 253) and analytic PECs obtained by fitting an extensive set of experimental data (R. J. Le Roy et al.: J. Chem. Phys. 2006, 125, 164310). These results are analyzed using a morphing procedure based on the reduced potential curve (RPC) method of Jenc. It is found that an RPC fit of both theoretical potentials can be achieved with only a few parameters. The RMR PECs are found to provide an excellent description of experimentally available vibrational levels, but significantly deviate from those of Gdanitz's PEC for highly stretched geometries, yet still do provide a qualitatively correct PECs that lie within the region delimited by Le Roy's analytical PECs. [PUBLICATION ABSTRACT]
机译:最近生成的氮分子基态势能曲线(PEC),通过具有单双精度的简化多参考(RMR)耦合簇(CC)方法(RMR-CCSD)获得,并针对次级三联体RMR进行了校正-CCSD(T),使用X = D,T和Q的cc-pVXZ基集,以及外推的完整基集(cbs)限值(X. Li和J. Paldus:J. Chem。Phys。2008 (129,054104)与Gdanitz的高精度理论构型相互作用PEC(Chem。Phys。Lett。1998,283,253)和通过拟合大量实验数据获得的解析PEC(RJ Le Roy等(J.Chem.Phys.2006,125,164310)。使用基于Jenc的降低电位曲线(RPC)方法的变形过程分析这些结果。发现仅需几个参数就可以实现两种理论潜力的RPC拟合。发现RMR PEC可以很好地描述实验中可用的振动水平,但是对于高度拉伸的几何形状,它与Gdanitz的PEC明显不同,但仍提供了定性正确的PEC,该区域位于Le Roy的分析PEC所界定的区域内。 [出版物摘要]

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    Vladimír SPIRKO(a),*, Xiangzhu LI(b)1 and Josef PALDUS(b)2a Institute of Organic Chemistry and Biochemistry, Academy of Sciences of the Czech Republic, v.v.i, Center for Biomolecules and Complex Molecular Systems, Flemingovo nám. 2, 166 10 Prague 6, Czech Republic, e-mail: spirko@marge.uochb.cas.czb Department of Applied Mathematics, University of Waterloo, Waterloo, ON Canada N2L 3G1, e-mail: 1 xli@scienide2.uwaterloo.ca, 2 paldus@uwaterloo.caReceived December 17, 2010Accepted February 11, 2011Published online March 23, 2011Dedicated to Dr. Zdenek Havlas on the occasion of his 60th birthday.,;

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