G. Louit, A. Hocquet, M. Ghomi, M. Meyer, J. Sühnel
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引用次数: 19
Abstract
Following a previous publication (M. Meyer, M. Brandl and J Suhnel, J. Phys. Chem. A, 2001, 105, 8223–8225) on quantum mechanical calculations of guanine tetrads where the issue of the difference between bifurcated and Hoogsteen conformations was addressed geometrically and energetically, we tackle the problem from the Atoms in Molecules (AIM) point of view of the topological analysis of the electronic density. We provide electronic argumentation to discuss the bifurcated or Hoogsteen issue, from the analysis of density and laplacian at the bond critical point criteria, and from the integration of atomic properties. The Hoogsteen hydrogen bonding network appears to be stronger than the bifurcated one, and benefits more from cooperativity.
继先前的出版物(M. Meyer, M. Brandl和J. Suhnel, J. Phys。化学。在鸟嘌呤四分体的量子力学计算中,我们从几何和能量上解决了分叉构象和Hoogsteen构象之间的差异问题,我们从分子中的原子(AIM)的电子密度拓扑分析的角度来解决这个问题。我们提供了电子论证来讨论分岔或Hoogsteen问题,从密度和拉普拉斯在键临界点准则的分析,并从原子性质的整合。Hoogsteen氢键网络似乎比分叉的网络更强,并且从协同性中获益更多。