2021
DOI: 10.1021/acs.jpcb.1c05203
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Accurate Estimation of Solvent Accessible Surface Area for Coarse-Grained Biomolecular Structures with Deep Learning

Abstract: Coarse-grained (CG) models of biomolecules have been widely used in protein/ribonucleic acid (RNA) three-dimensional structure prediction, docking, drug design, and molecular simulations due to their superiority in computational efficiency. Most of these applications strongly depend on the reasonable estimation of solvation free energy, which requires the accurate calculation of solvent accessible surface area (SASA). Although algorithms for SASA calculations with all-atom protein and RNA structures have been … Show more

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Cited by 6 publications
(5 citation statements)
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“…To compute the solvent-accessible surface area of each atom or residue in each simulation frame. In our analytical part, SASA analysis revealed the solvent-exposed area, which may decrease the solubility of the protein and can modulate protein-protein interactions [3], [79]–[81]. Prediction of protein solubility is gaining importance with the growing use of protein molecules as therapeutics, and ongoing requirements for high-level expression [75].…”
Section: Resultsmentioning
confidence: 99%
“…To compute the solvent-accessible surface area of each atom or residue in each simulation frame. In our analytical part, SASA analysis revealed the solvent-exposed area, which may decrease the solubility of the protein and can modulate protein-protein interactions [3], [79]–[81]. Prediction of protein solubility is gaining importance with the growing use of protein molecules as therapeutics, and ongoing requirements for high-level expression [75].…”
Section: Resultsmentioning
confidence: 99%
“…To compute the solvent-accessible surface area of each atom or residue in each simulation frame. In our analytical part, SASA analysis revealed the solvent-exposed area, which may decrease the solubility of the protein and can modulate protein-protein interactions [3,[78][79][80]. Prediction of protein solubility is gaining importance with the growing use of protein molecules as therapeutics, and ongoing requirements for high-level expression [74].…”
Section: Principal Component Analysismentioning
confidence: 98%
“…"自下而上"策略的基本思路是基于高精度力 场模型的计算结果来确定粗粒化力场参数, 主要方 法有玻尔兹曼反演法 (Boltzmann inversion method) [65] 、力匹配法 (force matching) [66] 、涨落匹配法 (fluctuating matching) [67] 以及能量分解法 (energy decomposition) [68,69] 工作越来越多地见诸于发表的论文中 [34,52,[70][71][72][73][74] . 例 如, DeePMD团队同时开发出与DeePMD具有相 似网络架构与结构特征提取策略的深度学习粗粒 化力场方案 --DeePCG [52] .…”
Section: 粗粒化力场构建unclassified
“…同样是基于前 馈神经网络架构和力匹配方法, Wang等 [70] 在2019 案 的 选 择 具 有 更 高 要 求 [75,76] . 近 期 Clementi和 Noé等 [34,71] [72] 和使用对抗训练思 想的VADE [73] 同样可以被用于描述粗粒化坐标下 的构象分布. 精度地估算蛋白质、核酸等生物大分子的溶剂可及 性表面积(图3) [74] .…”
Section: 粗粒化力场构建unclassified