EaStCHEM School of Chemistry, University of Edinburgh, David Brewster Road, Edinburgh EH9 3FJ, United Kingdom.
Oncology R&D, AstraZeneca, Cambridge CB4 0WG, United Kingdom.
J Chem Theory Comput. 2023 Jun 27;19(12):3686-3704. doi: 10.1021/acs.jctc.3c00139. Epub 2023 Jun 7.
Alchemical absolute binding free energy calculations are of increasing interest in drug discovery. These calculations require restraints between the receptor and ligand to restrict their relative positions and, optionally, orientations. Boresch restraints are commonly used, but they must be carefully selected in order to sufficiently restrain the ligand and to avoid inherent instabilities. Applying multiple distance restraints between anchor points in the receptor and ligand provides an alternative framework without inherent instabilities which may provide convergence benefits by more strongly restricting the relative movements of the receptor and ligand. However, there is no simple method to calculate the free energy of releasing these restraints due to the coupling of the internal and external degrees of freedom of the receptor and ligand. Here, a method to rigorously calculate free energies of binding with multiple distance restraints by imposing intramolecular restraints on the anchor points is proposed. Absolute binding free energies for the human macrophage migration inhibitory factor/MIF180, system obtained using a variety of Boresch restraints and rigorous and nonrigorous implementations of multiple distance restraints are compared. It is shown that several multiple distance restraint schemes produce estimates in good agreement with Boresch restraints. In contrast, calculations without orientational restraints produce erroneously favorable free energies of binding by up to approximately 4 kcal mol. These approaches offer new options for the deployment of alchemical absolute binding free energy calculations.
在药物发现中,炼金术绝对结合自由能计算越来越受到关注。这些计算需要在受体和配体之间施加约束,以限制它们的相对位置,并可选地限制它们的取向。Boresch 约束通常被使用,但为了充分约束配体并避免固有不稳定性,必须仔细选择它们。在受体和配体的锚点之间应用多个距离约束提供了一个没有固有不稳定性的替代框架,通过更强烈地限制受体和配体的相对运动,可能会提供收敛优势。然而,由于受体和配体的内部和外部自由度的耦合,没有简单的方法来计算释放这些约束的自由能。在这里,提出了一种通过在锚点上施加分子内约束来严格计算具有多个距离约束的结合自由能的方法。使用各种 Boresch 约束和多个距离约束的严格和非严格实现,比较了人巨噬细胞迁移抑制因子/MIF180 系统的绝对结合自由能。结果表明,几种多距离约束方案产生的估计值与 Boresch 约束非常吻合。相比之下,没有取向约束的计算会产生错误的有利结合自由能,高达约 4 kcal/mol。这些方法为部署炼金术绝对结合自由能计算提供了新的选择。