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各位計算化學的同好各位好
小弟最近在討論螢光的問題 根據kasha's rule 所以計算了體系頭幾個激發態
因為這系統的電荷轉移頗明顯 激發態計算是用 wb97xd
但因為雞婆 又在相同的幾何結構下做了CIS 計算
結果發現 CIS 給出的激發態順序和 wb97xd 有點不同 下面的數據給了 CIS 和 wb97xd 的結果
wb97xd 前兩個激發態(S1與S2)的 os 都很小 但是 CIS 的 S2 的os 數值蠻大的
根據分子軌道的貢獻 CIS 的 S2 似乎和 wB97xd 的S3 很類似
實驗上的結果是比較支持CIS 的結果 (因為實驗室有看到發射出螢光)
因為CIS計算出來的S1和S2能量還算接近 所以可以用S2發光來解釋
但是利用CIS的結果來做討論到時投文章會不會被問為什麼不用TDDFT的結果?
或者說要怎麼說明wB97xd和CIS的差異?
wB97xd的結果
Excited State 1: Singlet-?Sym 0.9124 eV 1358.87 nm f=0.0070 <S**2>=0.000
158 ->162 0.14803
159 ->162 0.10210
160 ->162 0.55778
161 ->162 -0.39229
This state for optimization and/or second-order correction.
Total Energy, E(TD-HF/TD-DFT) = -3541.90886301
Copying the excited state density for this state as the 1-particle RhoCI density.
Excited state symmetry could not be determined.
Excited State 2: Singlet-?Sym 1.2014 eV 1031.99 nm f=0.0584 <S**2>=0.000
159 ->162 0.28759
160 ->162 0.30603
161 ->162 0.59278
161 <-162 -0.19602
Excited state symmetry could not be determined.
Excited State 3: Singlet-?Sym 1.5343 eV 808.11 nm f=0.2452 <S**2>=0.000
159 ->162 0.61230
160 ->162 -0.22721
161 ->162 -0.18460
CIS 的結果
Excited state symmetry could not be determined.
Excited State 1: Singlet-?Sym 1.3081 eV 947.82 nm f=0.0611 <S**2>=0.000
158 ->162 0.17111
159 ->162 0.10408
160 ->162 0.51052
161 ->162 -0.41827
This state for optimization and/or second-order correction.
Total Energy, E(CIS/TDA) = -3529.58884801
Copying the excited state density for this state as the 1-particle RhoCI density.
Excited state symmetry could not be determined.
Excited State 2: Singlet-?Sym 1.5565 eV 796.58 nm f=0.2048 <S**2>=0.000
158 ->162 0.12061
159 ->162 0.26060
160 ->162 0.33821
161 ->162 0.52772
Excited state symmetry could not be determined.
Excited State 3: Singlet-?Sym 2.0180 eV 614.40 nm f=0.4896 <S**2>=0.000
159 ->162 0.61366
160 ->162 -0.23362
161 ->162 -0.14187
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