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Molecular Recognition in a Diverse Set of Protein-Ligand Interactions Studied with Molecular Dynamics Simulations and End-Point Free Energy Calculations

机译:用分子动力学模拟和终点自由能计算研究蛋白质-配体相互作用的不同集合中的分子识别

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摘要

End-point free energy calculations using MM-GBSA and MM-PBSA provide a detailed understanding of molecular recognition in protein-ligand interactions. The binding free energy can be used to rank-order protein-ligand structures in virtual screening for compound or target identification. Here, we carry out free energy calculations for a diverse set of 11 proteins bound to 14 small molecules using extensive explicit-solvent MD simulations. The structure of these complexes was previously solved by crystallography and their binding studied with isothermal titration calorimetry (ITC) data enabling direct comparison to the MM-GBSA and MM-PBSA calculations. Four MM-GBSA and three MM-PBSA calculations reproduced the ITC free energy within 1 kcal•mol−1 highlighting the challenges in reproducing the absolute free energy from end-point free energy calculations. MM-GBSA exhibited better rank-ordering with a Spearman ρ of 0.68 compared to 0.40 for MM-PBSA with dielectric constant (ε = 1). An increase in ε resulted in significantly better rank-ordering for MM-PBSA (ρ = 0.91 for ε = 10). But larger ε significantly reduced the contributions of electrostatics, suggesting that the improvement is due to the non-polar and entropy components, rather than a better representation of the electrostatics. SVRKB scoring function applied to MD snapshots resulted in excellent rank-ordering (ρ = 0.81). Calculations of the configurational entropy using normal mode analysis led to free energies that correlated significantly better to the ITC free energy than the MD-based quasi-harmonic approach, but the computed entropies showed no correlation with the ITC entropy. When the adaptation energy is taken into consideration by running separate simulations for complex, apo and ligand (MM-PBSAADAPT), there is less agreement with the ITC data for the individual free energies, but remarkably good rank-ordering is observed (ρ = 0.89). Interestingly, filtering MD snapshots by pre-scoring protein-ligand complexes with a machine learning-based approach (SVMSP) resulted in a significant improvement in the MM-PBSA results (ε = 1) from ρ = 0.40 to ρ = 0.81. Finally, the non-polar components of MM-GBSA and MM-PBSA, but not the electrostatic components, showed strong correlation to the ITC free energy; the computed entropies did not correlate with the ITC entropy.
机译:使用MM-GBSA和MM-PBSA进行的末端自由能计算提供了对蛋白质-配体相互作用中分子识别的详细了解。结合自由能可用于虚拟筛选化合物或靶标时对蛋白质-配体结构进行排序。在这里,我们使用广泛的显式溶剂MD模拟,对与14个小分子结合的11种蛋白质的多样化集合进行自由能计算。这些配合物的结构以前是通过晶体学解决的,它们的结合是用等温滴定热分析(ITC)数据研究的,从而可以直接与MM-GBSA和MM-PBSA计算进行比较。四个MM-GBSA和三个MM-PBSA计算在1 kcal•mol -1 范围内重现了ITC自由能,突出了从端点自由能计算中重现绝对自由能所面临的挑战。与具有介电常数(ε= 1)的MM-PBSA的0.40相比,MM-GBSA的Spearmanρ为0.68,表现出更好的等级排序。 ε的增加导致MM-PBSA的排序明显更好(对于ε= 10,ρ= 0.91)。但是较大的ε显着降低了静电的影响,表明这种改善是由于非极性和熵成分引起的,而不是静电的更好表示。应用于MD快照的SVRKB评分功能可实现出色的等级排序(ρ= 0.81)。使用正态模式分析计算构型熵会导致自由能与ITC自由能的相关性明显高于基于MD的准谐波方法,但计算出的熵与ITC熵没有相关性。当通过对复合物,载脂蛋白和配体(MM-PBSAADAPT)进行单独的模拟来考虑适应能时,与ITC数据有关的各个自由能的一致性较差,但观察到了很好的秩序(ρ= 0.89) )。有趣的是,通过基于机器学习的方法(SVMSP)对蛋白-配体复合物进行预评分来过滤MD快照,从而使MM-PBSA结果(ε= 1)从ρ= 0.40显着提高到ρ= 0.81。最后,MM-GBSA和MM-PBSA的非极性成分与ITC自由能密切相关,而静电成分则无相关性。计算的熵与ITC熵不相关。

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