THEORETICAL STUDIES ON THE ELECTRONIC SPECTRA OF SUBSTITUTED AROMATIC MOLECULES: PART I. THE INTRAMOLECULAR ELECTRON TRANSFER MODEL

1961 ◽  
Vol 39 (11) ◽  
pp. 2256-2261 ◽  
Author(s):  
J. E. Bloor

A simple empirical model, based on molecular orbital theory without configuration interaction, is used to interpret the K band transitions of substituted aromatic molecules as involving intramolecular electron transfer between substituent and hydrocarbon. For electron-donating substituents, such as amino, methoxyl, chloro, bromo, and iodo, the transfer is from substituent to hydrocarbon, while for electron-attracting substituents, such as nitro, formyl, acetyl, and cyano, the charge transfer is from hydrocarbon to substituent. Such a treatment is successful for "long field molecules" (benzene, diphenyl, terphenyl, styrene, and stilbene), but for "round field" molecules agreement between experiment and theory was achieved only for electron-donating substituents. The theory, like less empirical theories, overestimates the relative effect of a substituent in the 2-position compared with substitution in the 1-position.

2012 ◽  
Vol 11 (04) ◽  
pp. 895-905 ◽  
Author(s):  
SHA-SHA LIU ◽  
XIAO-XIA LIU ◽  
KANG QIU ◽  
PENG SONG

Three complexes [ Ru ( CN )4( HAT )]2-( HAT = hexaazatriphenylene ;[ Ru 1]2-), [{ Ru ( CN )4}2 (μ2- HAT )]4-([ Ru 2]4-) and [{ Ru ( CN )4}3(μ3- HAT )]6-([ Ru 3]6-) for supramolecular assemblies are investigated by quantum-chemical calculations. Due to symmetry of complexes, the energy level differences are 2.014 eV and 2.019 eV for [ Ru 2]4- and [ Ru 3]6- complex, which are about 0.4 eV larger than that for [ Ru 1]2- complex. The absorption maximum for [ Ru 1]2- complex in water is at 375.8 nm. Coordination of the second and third Ru(II) center to produce [ Ru 2]4- and [ Ru 3]6- result in a red-shift of this strongest absorption to 453.4 nm and 468.1 nm, respectively. Absorption maximum of three complexes belong to MLCT transitions, which are revealed by frontier molecular orbital theory and charge difference density method.


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