Nakanishi Isao, Fedorov Dmitri G, Kitaura Kazuo
Department of Theoretical Drug Design, Graduate School of Pharmaceutical Sciences, Kyoto University, Sakyo-ku, Kyoto, Japan.
Proteins. 2007 Jul 1;68(1):145-58. doi: 10.1002/prot.21389.
The fragment molecular orbital (FMO) method has enabled electronic structure calculations and geometry optimizations of very large molecules with ab initio quality. We applied the method to four FK506 binding protein (FKBP) complexes (denoted by their PDB codes 1fkb, 1fkf, 1fkg, and 1fki) containing rapamycin, FK506, and two synthetic ligands. The geometries of reduced complex models were optimized at the restricted Hartree-Fock (FMO-RHF) level using the 3-21G basis set, and then for a better estimate of binding, the energetics were refined at a higher level of theory (2nd order Møller-Plesset perturbation theory FMO-MP2 with the 6-31G* basis set). Thus, obtained binding energies were -103.9 (-82.0), -102.2 (-69.2), -70.1 (-57.7), and -71.3 (-55.3) kcal/mol for 1fkb, 1fkf, 1fkg, and 1fki, respectively, where the correlation contribution is given in parentheses. The results show that the electron correlation contribution to binding is extremely important, and it accounts for 70-80% of the binding energy. The molecular recognition mechanism of FKBP was analyzed in detail based on the FMO-pair interactions between protein residues and the ligands. Solvation effects on the protein-ligand binding were estimated using the Poisson-Boltzmann/surface area model.
片段分子轨道(FMO)方法能够对非常大的分子进行具有从头算质量的电子结构计算和几何优化。我们将该方法应用于四个包含雷帕霉素、FK506和两种合成配体的FK506结合蛋白(FKBP)复合物(由其PDB代码1fkb、1fkf、1fkg和1fki表示)。使用3 - 21G基组在受限Hartree - Fock(FMO - RHF)水平上优化简化复合物模型的几何结构,然后为了更好地估计结合情况,在更高的理论水平(具有6 - 31G*基组的二阶Møller - Plesset微扰理论FMO - MP2)上对能量进行细化。因此,对于1fkb、1fkf、1fkg和1fki,获得的结合能分别为-103.9(-82.0)、-102.2(-69.2)、-70.1(-57.7)和-71.3(-55.3)kcal/mol,其中相关贡献在括号中给出。结果表明,电子相关对结合的贡献极其重要,占结合能的70 - 80%。基于蛋白质残基与配体之间的FMO对相互作用,详细分析了FKBP的分子识别机制。使用泊松 - 玻尔兹曼/表面积模型估计溶剂化对蛋白质 - 配体结合的影响。