1986
DOI: 10.1016/0009-2614(86)80201-9
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Solvent and temperature effects on the decay dynamics of [p-N,N-(dialkylamino)benzylidene]malononitriles

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Cited by 20 publications
(22 citation statements)
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“…Hence, we only show the timedependent fractional occupations of the S 0 and S 1 states in Figure 3. The results are rather stable toward the selection of the ASs because similar S 1 decay behavior is found in the simulations employing the following ASs: (12,10), (14,14), and (16,14). In these simulations, DMN is initially excited to the S 1 state.…”
Section: The Journal Of Physical Chemistry Asupporting
confidence: 61%
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“…Hence, we only show the timedependent fractional occupations of the S 0 and S 1 states in Figure 3. The results are rather stable toward the selection of the ASs because similar S 1 decay behavior is found in the simulations employing the following ASs: (12,10), (14,14), and (16,14). In these simulations, DMN is initially excited to the S 1 state.…”
Section: The Journal Of Physical Chemistry Asupporting
confidence: 61%
“…This is confirmed by the histogram of the θ d distribution of all hopping events that shows a maximum between 30 and 40° (Figure 4d), matching the pyramidalization angle at C8 in the optimized CI 01α structure (Figure 2a). We note again that the calculations with different ASs, namely, (12,10), (14,14), and (16,14), lead to the same conclusion; they all support nonadiabatic decay via CI 01α . This mechanism has also been favored by Allen et al, 1 Jee et al, 2 and the Maroncelli group.…”
Section: The Journal Of Physical Chemistry Asupporting
confidence: 53%
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“…In the empirical derivation by Loutfy et al , the constant C depends on both the dye and the solvent, and the exponent x was experimentally determined [2] and found to be near 0.6 [1,7,10,17]. Some studies stipulate a temperature-dependent rate of TICT formation [1,3,18], where the relaxation rate through intramolecular rotation (i.e., TICT formation), k rot , follows an Arrhenius function (Equation 3), krot=krot0exptrue(EAkBTtrue) where krot0 is an intrinsic, dye-dependent reorientation rate, E A is an apparent activation energy, k B is Boltzmann's constant, and T the temperature. The quantum yield ϕ F is inversely proportional to k rot , and therefore, temperature can be assumed to havea significant direct effect on the fluorophore's quantum yield.…”
Section: Introductionmentioning
confidence: 99%