## Abstract In this article, the electron transfer (ET) matrix element has been estimated for the gasโphase hole transfer between indole cation radical (InH^+^) and phenol (PhOH). This work consists of three parts. First, the ET reaction between the isolated indole and phenol was investigated using
Generalization of the Mulliken-Hush treatment for the calculation of electron transfer matrix elements
โ Scribed by Robert J. Cave; Marshall D. Newton
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 402 KB
- Volume
- 249
- Category
- Article
- ISSN
- 0009-2614
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โฆ Synopsis
A new method for the calculation of the electronic coupling matrix element for electron transfer processes is introduced and results for several systems are presented. The method can be applied to ground and excited state systems and can be used in cases where several states interact strongly. Within the set of states chosen it is a non-perturbative treatment, and can be implemented using quantities obtained solely in terms of the adiabatic states. Several applications based on quantum chemical calculations are briefly presented. Finally, since quantities for adiabatic states are the only input to the method, it can also be used with purely experimental data to estimate electron transfer matrix elements.
๐ SIMILAR VOLUMES
To find all components T ุq (k) โซุโฌ N k,q J ุ q ยฅ mโซ0ุโฌ kุq (ุ1) kุm a(k, q; m)J z m (0 < q < k) of an irreducible tensor operator of rank k, a recursion formula for the coefficients a(k, q; m) is derived. Various kinds of operator equivalents and forms of their expression are examined. Matrix eleme
The method of generating functions which was previously only employed for the spherical basis of harmonic-oscillator single-particle wave functions is here generalized to the deformed (=cylindrical = asymptotic) basis. One-center and two-center matrix elements which are important in fission or heavy