2013
DOI: 10.1007/978-3-642-34462-6_32
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Integrated computational approaches for spectroscopic studies of molecular systems in the gas phase and in solution: pyrimidine as a test case

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Cited by 29 publications
(66 citation statements)
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References 106 publications
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“…However, more important effects, related to the changes in the normal modes, should other models a single, more intense band. These differences indicate clearly that the mode mixing can play an important role even for systems not undergoing significant structural changes on excitation, [204] and should not be readily discarded if accurate band-shape or high resolution spectra are required. Conversely, for low-resolution spectra, the VG model represents a cost-effective way to account realistically for the band envelopes.…”
Section: Small Structural Changes:mentioning
confidence: 99%
See 1 more Smart Citation
“…However, more important effects, related to the changes in the normal modes, should other models a single, more intense band. These differences indicate clearly that the mode mixing can play an important role even for systems not undergoing significant structural changes on excitation, [204] and should not be readily discarded if accurate band-shape or high resolution spectra are required. Conversely, for low-resolution spectra, the VG model represents a cost-effective way to account realistically for the band envelopes.…”
Section: Small Structural Changes:mentioning
confidence: 99%
“…[210] In a similar way, a previous study based on a fulldimensional AHjFC model allowed us to correct an assignment of the low-intensity 0-0 transition for the phenyl radical. [204] Finally, we note that our simulation does not confirm the assignment of the vibronic structure in the 5.1-5.6 eV range from reference 89, where the most intense bands, displaced by about 0.119 eV (960 cm 21 ) have been attributed to the progressions of t 6 , starting from j 1 6 i. Instead, the most intense bands in the theoretical spectra are due to the progressions of modes 5 and 7 of the excited electronic state, which in turn can be described as the combination of the ground state modes t 20 ; t 17 , and t 8 (see Table 3).…”
Section: Marked Structural Changes: 1 a 1 X 1 A 1 Transition Of Thimentioning
confidence: 99%
“…Alternatively, the percentages of different species can be estimated by the analysis of some relevant features of experimental spectra and then used to simulate overall band shapes. [29] It is also possible to estimate relative amounts of subcomponents by fitting theoretical spectra (varying the contributions of singlecomponents) to the observed experimental data. In all cases such an analysis is facilitated by a graphical tool included into VMS-Draw, which allows both inclusion of accurate data for relative populations (as an example the IR spectrum of glycine [28] is shown Fig.…”
Section: Generic Spectra and Common Featuresmentioning
confidence: 99%
“…The n ← π character of theà 2 B 1 ←X 2 A 1 transition from the ground to the first excited state is in agreement with both experimental and theoretical studies. 40,41 The high-resolution cavity ring-down spectroscopic study of the phenyl radical predicted a planar geometry of the excited electronic state, involving an expansion of the carbon ring, and excited-state lifetime of 96 ps. 41 The vibronic band corresponding to this transition, first characterized by Porter and Ward 42 and later by Radziszewski, 43 exhibits a rich structure arising from the considerable differences between the potential energy surfaces of the ground and excited electronic states.…”
Section: Introductionmentioning
confidence: 99%
“…41 The vibronic band corresponding to this transition, first characterized by Porter and Ward 42 and later by Radziszewski, 43 exhibits a rich structure arising from the considerable differences between the potential energy surfaces of the ground and excited electronic states. Ab initio calculations 12,40 found strong coupling between the modes, also known as the Duschinsky rotation or mixing, and a large displacement of multiple normal modes 44,45 -the two most displaced modes correspond to the in-plane carbon ring vibrations (shown in Fig. 1 of the Supporting Information).…”
Section: Introductionmentioning
confidence: 99%