Kay Christopher W M
Institute of Experimental Physics, Free University Berlin, Arnimallee 14, 14195 Berlin, Germany.
J Am Chem Soc. 2003 Nov 12;125(45):13861-7. doi: 10.1021/ja036278j.
The photoexcited triplet states of free-base porphyrin (H(2)P) and free-base tetraphenylporphyrin (H(2)TPP) have been investigated by time-resolved electron paramagnetic resonance and electron-nuclear double resonance in a toluene glass at 80 K. Both the zero-field splitting parameters, D and E, and the proton A(zz) hyperfine coupling tensor components could be determined. D is about 13% larger in H(2)P than in H(2)TPP. In contrast, however, the A(zz) hyperfine coupling tensor components showed differences of less than 2%. To aid the understanding of these results, the electronic structures of H(2)P and H(2)TPP have been modeled using density functional theory. The geometrical structures of both molecules in their lowest triplet states were calculated using the Becke3 Lee-Yang-Parr composite exchange correlation functional and the 6-31G* basis set. Hyperfine couplings for these structures were calculated using the same functional but with the extended EPR-II basis set. These allow unambiguous assignment of the experimentally determined couplings. The theoretical values for H(2)P and H(2)TPP agree with the experimental values in that the presence of the phenyl groups has only a small effect on the unpaired electron spin-density distribution. The difference in sensitivity of the zero-field splitting parameters and the hyperfine couplings to mesophenyl substitution is discussed in terms of the wave functions of the four frontier orbitals of porphyrins introduced by Gouterman.
通过在80K的甲苯玻璃中进行时间分辨电子顺磁共振和电子-核双共振,对游离碱卟啉(H₂P)和游离碱四苯基卟啉(H₂TPP)的光激发三重态进行了研究。零场分裂参数D和E以及质子A(zz)超精细耦合张量分量均可确定。H₂P中的D比H₂TPP中的大约大13%。然而,相比之下,A(zz)超精细耦合张量分量的差异小于2%。为了有助于理解这些结果,使用密度泛函理论对H₂P和H₂TPP的电子结构进行了建模。使用Becke3 Lee-Yang-Parr复合交换相关泛函和6-31G*基组计算了两个分子最低三重态的几何结构。使用相同的泛函但使用扩展的EPR-II基组计算了这些结构的超精细耦合。这些使得能够明确指定实验测定的耦合。H₂P和H₂TPP的理论值与实验值一致,即苯基的存在对未成对电子自旋密度分布的影响很小。根据Gouterman引入的卟啉四个前沿轨道的波函数,讨论了零场分裂参数和超精细耦合对中苯基取代的敏感性差异。