2009
DOI: 10.1002/chem.200802314
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Optical Response Sensitive to the Assembly in a Molecular Material: Ultrathin Film with a Vanishing Electronic Absorption

Abstract: Optical properties of single-component molecular materials can often be described in terms of modest perturbations on the responses of the molecular building blocks; in specific systems, the modifications may be more pronounced. In all cases, however, the effects are broadly independent of the form of assembly, such as thin films, nanostructures and crystals, even though variations may exist at the quantitative level. We present a very different situation encountered with an amphiphilic molecule possessing a s… Show more

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Cited by 8 publications
(7 citation statements)
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“…Electronic absorption spectra of BODEPDQ LB films fabricated at different surface pressures are collected in Figure a. The characteristic UV absorption peak of DADQs at ∼240 nm is seen in all cases. The lowest energy absorption due to the intramolecular charge transfer in the zwitterionic chromophore occurs at ∼440 nm in the films deposited at ≤25 mN/m; the small blue shift relative to the absorption of BODEPDQ in chloroform solution may be attributed to the medium effects on the strongly dipolar chromophore.…”
Section: Resultsmentioning
confidence: 99%
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“…Electronic absorption spectra of BODEPDQ LB films fabricated at different surface pressures are collected in Figure a. The characteristic UV absorption peak of DADQs at ∼240 nm is seen in all cases. The lowest energy absorption due to the intramolecular charge transfer in the zwitterionic chromophore occurs at ∼440 nm in the films deposited at ≤25 mN/m; the small blue shift relative to the absorption of BODEPDQ in chloroform solution may be attributed to the medium effects on the strongly dipolar chromophore.…”
Section: Resultsmentioning
confidence: 99%
“…Such a model that takes into account the most significant effect of the local electric field due to the neighboring, strongly dipolar zwitterionic molecules has been used to explain the vanishing electronic absorption in LB films of a related molecule. 34 The lowest energy excitations with significant oscillator strengths computed in the two cases (Figure 7c and 7d) are 443.0 and 373.4 nm, respectively. 28 The excitation energies computed at both levels are clearly consistent with the lowest-energy electronic absorptions manifested by the LB The final significant observation in this study is the evolution of the fluorescence emission from the LB films as a function of their deposition pressure.…”
Section: ■ Introductionmentioning
confidence: 86%
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“…Electronic absorption spectra of BEADQ in solution, microcrystalline solid and the Aand Cforms are collected in Figure 3a;t he inset shows the photographs of the latter. Broadening of the absorption spectra of the solids arises owing to the intermolecular interactions;the relatively higher broadening in Apoints to the disordered environment of the chromophores.T ou nderstand the influence of molecular interactions on the optical spectra of the crystals and thin films, [25,30] we have computed the electronic excitation energies of BEADQ molecule in different environments,using ab initio TD-DFT calculations at the B3LYP/6-31G* level. [26] Table 1s hows the good agreement between the l max computed for the lowest energy excitation having appreciable oscillator strength, and the relevant experimental observations;i nt he case of the solids,t he experimental value corresponds to the approximate midpoint of the broad peak.…”
Section: Methodsmentioning
confidence: 99%
“…Broadening of the absorption spectra of the solids arises owing to the intermolecular interactions; the relatively higher broadening in A points to the disordered environment of the chromophores. To understand the influence of molecular interactions on the optical spectra of the crystals and thin films,25, 30 we have computed the electronic excitation energies of BEADQ molecule in different environments, using ab initio TD‐DFT calculations at the B3LYP/6‐31G* level 26. Table 1 shows the good agreement between the λ max computed for the lowest energy excitation having appreciable oscillator strength, and the relevant experimental observations; in the case of the solids, the experimental value corresponds to the approximate midpoint of the broad peak.…”
Section: The Lowest‐energy Electronic Absorption Peak Maxima (λMax) Fmentioning
confidence: 99%