2015
DOI: 10.1039/c4fd00168k
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Electronic excitations in molecular solids: bridging theory and experiment

Abstract: As the spatial and temporal resolution accessible to experiment and theory converge, computational chemistry is an increasingly powerful tool for modelling and interpreting spectroscopic data. However, the study of molecular processes, in particular those related to electronic excitations (e.g. photochemistry), frequently pushes quantum-chemical techniques to their limit. The disparity in the level of theory accessible to periodic and molecular calculations presents a significant challenge when modelling molec… Show more

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Cited by 12 publications
(11 citation statements)
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“…The respective HOCO–LUCO gaps of the two systems lie in a long‐wavelength tail of the absorption profile, where the absorption coefficient is comparatively small; this suggests that perturbations to the fairly large density of states around the band edges, as well as to the frontier orbitals, may be responsible for the colour shift. We note that the basic independent‐particle formulation of time‐dependent density‐functional theory (TD‐DFT) used in these calculations should not be expected to quantitatively reproduce the positions of absorption bands, and it may be that the strong UV absorption below ca. 300 nm would be shifted to longer wavelengths if a more accurate solid‐state TD‐DFT method were used.…”
Section: Resultsmentioning
confidence: 99%
“…The respective HOCO–LUCO gaps of the two systems lie in a long‐wavelength tail of the absorption profile, where the absorption coefficient is comparatively small; this suggests that perturbations to the fairly large density of states around the band edges, as well as to the frontier orbitals, may be responsible for the colour shift. We note that the basic independent‐particle formulation of time‐dependent density‐functional theory (TD‐DFT) used in these calculations should not be expected to quantitatively reproduce the positions of absorption bands, and it may be that the strong UV absorption below ca. 300 nm would be shifted to longer wavelengths if a more accurate solid‐state TD‐DFT method were used.…”
Section: Resultsmentioning
confidence: 99%
“…Prediction of the Raman spectra required computing the change in macroscopic dielectric tensor with respect to each normal mode of the system, a significant DFT calculation in terms of computational expense. 44…”
Section: A Computationalmentioning
confidence: 99%
“…Therefore, it can partially retrieve correlation effects related to dispersion interactions and it is largely employed to this purpose. [40][41][42] An attempt to include dispersion terms semiempirically, with a PBE0+D functional, led here to positive cohesive energies (see Section 3.6 below). No dipolar approximations were exploited for bielectronic integrals, while truncation criteria of 10 À8 and 10 À16 were used (TOLINTEG 8 8 8 8 16).…”
Section: Solid-state Quantum Simulationsmentioning
confidence: 99%