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. 2018 Jul 13;23(7):1707. doi: 10.3390/molecules23071707

Table 2.

Vertical excitation energies in eV (oscillator strengths are given in parentheses) of Laurdan in the water environment modeled by implicit COSMO model calculated employing various TD-DFT functionals and basis sets.

Excited State PBE0aug-/cc-pVDZ PBE0/aug-cc-pVTZ B3LYP/aug-cc-pVDZ B3LYP/aug-cc-pVTZ
S1 3.33 (0.46) 3.34 (0.45) 3.19 (0.45) 3.21 (0.44)
S2 3.69 (0.89 × 10−1) 3.70 (0.89 × 10−1) 3.57 (0.62 × 10−1) 3.58 (0.65 × 10−1)
S3 3.96 (0.54 × 10−4) 3.98 (0.67 × 10−4) 3.88 (0.61 × 10-4) 3.92 (0.74 × 10−4)
S4 4.32 (0.21) 4.33 (0.23) 4.12 (0.18) 4.15 (0.20)
S5 4.67 (0.16 × 10−1) 4.67 (0.15 × 10−1) 4.43 (0.14 × 10−1) 4.44 (0.14 × 10−1)
Excited State PBE0/cc-pVDZ PBE0/cc-pVTZ B3LYP/cc-pVDZ B3LYP/cc-pVTZ
S1 3.44 (0.37) 3.44 (0.41) 3.32 (0.37) 3.31 (0.41)
S2 3.82 (0.10) 3.80 (0.10) 3.69 (0.73 × 10−1) 3.68 (0.74 × 10−1)
S3 3.98 (0.39 × 10−4) 4.04 (0.64 × 10−4) 3.90 (0.34 × 10−4) 3.97 (0.58 × 10−4)
S4 4.47 (0.29) 4.44 (0.27) 4.28 (0.24) 4.26 (0.22)
S5 5.11 (0.16 × 10−1) 5.09 (0.45) 4.95 (0.27) 4.95 (0.33)