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Photochemistry and Photophysics of Coordination Compounds

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90 N. Armaroli et al.<br />

Fig. 20 Lig<strong>and</strong> 11 2,9-di-tert-butyl-1,10-phenanthroline<br />

served large Stokes shift (over 5000 cm –1 )hadattributedittothelowest<br />

3 MLCT excited state [91], likewise the popular family <strong>of</strong> octahedral Ru(II)polypyridines<br />

[6]. McMillin <strong>and</strong> coworkers, instead, suggested that emission<br />

<strong>of</strong> [Cu(NN)2] + compoundsarisesfromtwoMLCTexcitedstatesinthermal<br />

equilibrium, i.e. a singlet ( 1 MLCT)<strong>and</strong>atriplet( 3 MLCT) [92]. The energy<br />

gap between these states was found to be about 1500–2000 cm –1 <strong>and</strong>, at room<br />

temperature, the population <strong>of</strong> the lower lying 3 MLCT level exceeds that <strong>of</strong><br />

1 MLCT. At 77 K where the excited state population is largely frozen in the<br />

triplet, the emission b<strong>and</strong> is red-shifted <strong>and</strong> much weaker compared to room<br />

temperature, a rather unusual trend. Recent studies have confirmed <strong>and</strong> refined<br />

this rationale [81, 85, 89].<br />

A few years ago our group discussed detailed temperature-dependent luminescence<br />

studies <strong>of</strong> a series <strong>of</strong> [Cu(NN)2] + complexes <strong>of</strong> 2,9-disubstituted<br />

phenanthroline lig<strong>and</strong>s [85]. The above-described two-level model, which implies<br />

red-shift <strong>and</strong> intensity decrease <strong>of</strong> the emission b<strong>and</strong> upon temperature<br />

lowering,isalwaysobeyedexceptwhenlongalkylchainsareutilizedassubstituents<br />

<strong>of</strong> the phenanthroline chelating agent. In this case the “regular”<br />

trend is obeyed only until the matrix remains fluid (T>150 K) but, when the<br />

matrix becomes rigid (T

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