The proposed ''natural resonance theory'' does not meet the requirements of a theoretically correct approach. As Ž . we are dealing with pure quantum mechanical states described by a well-defined wave function, the use of incoherent superposition 3.1 of localized density matrices to characterize the
Natural resonance theory: II. Natural bond order and valency
✍ Scribed by Glendening, E. D.; Weinhold, F.
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 361 KB
- Volume
- 19
- Category
- Article
- ISSN
- 0192-8651
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✦ Synopsis
Resonance weights derived from the Natural Resonance Theory Ž . NRT , introduced in the preceding paper are used to calculate ''natural bond order,'' ''natural atomic valency,'' and other atomic and bond indices reflecting the resonance composition of the wave function. These indices are found to give Ž significantly better agreement with observed properties empirical valency, . bond lengths than do corresponding MO-based indices. A characteristic feature of the NRT treatment is the description of bond polarity by a ''bond ionicity'' Ž . index resonance-averaged NBO polarization ratio , which replaces the ''covalent-ionic resonance'' of Pauling-Wheland theory and explicity exhibits the complementary relationship of covalency and electrovalency that underlies empirical assignments of atomic valency. We present ab initio NRT applications Ž . to prototype saturated and unsaturated molecules methylamine, butadiene , Ž . Ž polar compounds fluoromethanes , and open-shell species: hydroxymethyl . radical to demonstrate the numerical stability, convergence, and chemical reasonableness of the NRT bond indices in comparison to other measures of valency and bond order in current usage.
📜 SIMILAR VOLUMES
We describe quantitative numerical applications of the natural Ž . resonance theory NRT to a variety of chemical bonding types, in order to demonstrate the generality and practicality of the method for a wide range of . chemical systems. Illustrative applications are presented for 1 benzene and . .
T he code for the natural resonance theory (NRT) program contains an error in the routine to calculate D(W) (SR GETDW), the root-mean-square deviation of the reference weighted density matrix from the true density matrix, D(W) = min {W (r)
Kapitel 1 bietet eine Einführung in quantenmechanische Konzepte einschließlich der natürlichen Bindungsor-