Computational Sciences Division, U.S. Army Research Laboratory, Aberdeen, Maryland 21005, USA.
J Chem Phys. 2013 Jul 28;139(4):044119. doi: 10.1063/1.4816641.
Implicit solvent models for molecular dynamics simulations are often composed of polar and nonpolar terms. Typically, the nonpolar solvation free energy is approximated by the solvent-accessible-surface area times a constant factor. More sophisticated approaches incorporate an estimate of the attractive dispersion forces of the solvent and∕or a solvent-accessible volume cavitation term. In this work, we confirm that a single volume-based nonpolar term most closely fits the dispersion and cavitation forces obtained from benchmark explicit solvent simulations of fixed protein conformations. Next, we incorporated the volume term into molecular dynamics simulations and find the term is not universally suitable for folding up small proteins. We surmise that while mean-field cavitation terms such as volume and SASA often tilt the energy landscape towards native-like folds, they also may sporadically introduce bottlenecks into the folding pathway that hinder the progression towards the native state.
分子动力学模拟的隐溶剂模型通常由极性和非极性项组成。通常,非极性溶剂化自由能通过溶剂可及表面积乘以常数因子来近似。更复杂的方法包括对溶剂的吸引力色散力和/或溶剂可及体积空化项的估计。在这项工作中,我们证实,单一基于体积的非极性项最能拟合从固定蛋白质构象的基准显溶剂模拟中获得的分散力和空化力。接下来,我们将体积项纳入分子动力学模拟,发现该项并不普遍适用于折叠小蛋白质。我们推测,虽然均场空化项(如体积和 SASA)通常使能量景观倾向于天然折叠,但它们也可能偶尔引入折叠途径中的瓶颈,阻碍向天然状态的进展。