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GPU上隐式溶剂分子模拟中溶剂可及表面积及其导数的精确解析算法。

Exact analytical algorithm for solvent accessible surface area and derivatives in implicit solvent molecular simulations on GPUs.

作者信息

Cao Xin, Hummel Michelle H, Wang Yuzhang, Simmerling Carlos, Coutsias Evangelos A

机构信息

Department of Applied Mathematics and Statistics, Stony Brook University, Stony Brook, NY 11794, United States.

Laufer Center for Physical and Quantitative Biology, Stony Brook University, Stony Brook, NY 11794, United States.

出版信息

ArXiv. 2024 Apr 25:arXiv:2401.10462v2.

PMID:38313200
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC10836080/
Abstract

In this paper, we present dSASA (differentiable SASA), an exact geometric method to calculate solvent accessible surface area (SASA) analytically along with atomic derivatives on GPUs. The atoms in a molecule are first assigned to tetrahedra in groups of four atoms by Delaunay tetrahedrization adapted for efficient GPU implementation and the SASA values for atoms and molecules are calculated based on the tetrahedrization information and inclusion-exclusion method. The SASA values from the numerical icosahedral-based method can be reproduced with more than 98% accuracy for both proteins and RNAs. Having been implemented on GPUs and incorporated into the software Amber, we can apply dSASA to implicit solvent molecular dynamics simulations with inclusion of this nonpolar term. The current GPU version of GB/SA simulations has been accelerated up to nearly 20-fold compared to the CPU version, outperforming LCPO, a commonly used, fast algorithm for calculating SASA, as the system size increases. While we focus on the accuracy of the SASA calculations for proteins and nucleic acids, we also demonstrate stable GB/SA MD mini-protein simulations.

摘要

在本文中,我们提出了可微溶剂可及表面积(dSASA),这是一种精确的几何方法,可在图形处理器(GPU)上解析计算溶剂可及表面积(SASA)及其原子导数。分子中的原子首先通过适用于高效GPU实现的德劳内四面体剖分法以四个原子为一组分配到四面体中,然后基于四面体剖分信息和容斥法计算原子和分子的SASA值。对于蛋白质和RNA,基于数值二十面体法的SASA值能够以超过98%的准确率重现。dSASA已在GPU上实现并集成到Amber软件中,我们可以将其应用于包含该非极性项的隐式溶剂分子动力学模拟。与CPU版本相比,当前GB/SA模拟的GPU版本加速了近20倍,随着系统规模的增加,其性能优于常用的快速SASA计算算法LCPO。虽然我们专注于蛋白质和核酸SASA计算的准确性,但我们也展示了稳定的GB/SA MD小蛋白质模拟。

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本文引用的文献

1
Computing the Volume, Surface Area, Mean, and Gaussian Curvatures of Molecules and Their Derivatives.计算分子及其衍生物的体积、表面积、平均值和高斯曲率。
J Chem Inf Model. 2023 Feb 13;63(3):973-985. doi: 10.1021/acs.jcim.2c01346. Epub 2023 Jan 13.
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The development of nucleic acids force fields: From an unchallenged past to a competitive future.核酸力场的发展:从无可挑战的过去到充满竞争的未来。
Biophys J. 2023 Jul 25;122(14):2841-2851. doi: 10.1016/j.bpj.2022.12.022. Epub 2022 Dec 20.
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Generalized Born Implicit Solvent Models Do Not Reproduce Secondary Structures of Designed Glu/Lys Peptides.
广义 Born 隐式溶剂模型无法重现设计的 Glu/Lys 肽的二级结构。
J Chem Theory Comput. 2022 Jul 12;18(7):4070-4076. doi: 10.1021/acs.jctc.1c01172. Epub 2022 Jun 10.
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UUCG RNA Tetraloop as a Formidable Force-Field Challenge for MD Simulations.UUCG RNA 四联体环作为 MD 模拟的强大力场挑战。
J Chem Theory Comput. 2020 Dec 8;16(12):7601-7617. doi: 10.1021/acs.jctc.0c00801. Epub 2020 Nov 20.
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Accelerating the Generalized Born with Molecular Volume and Solvent Accessible Surface Area Implicit Solvent Model Using Graphics Processing Units.使用图形处理单元加速广义 Born 与分子体积和溶剂可及表面积隐式溶剂模型。
J Comput Chem. 2020 Mar 30;41(8):830-838. doi: 10.1002/jcc.26133. Epub 2019 Dec 24.
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LAGUERRE-INTERSECTION METHOD FOR IMPLICIT SOLVATION.隐式溶剂化的拉盖尔相交法
Int J Comput Geom Appl. 2018 Mar;28(1):1-38. doi: 10.1142/s0218195918500012. Epub 2018 Mar 29.
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Fast Pairwise Approximation of Solvent Accessible Surface Area for Implicit Solvent Simulations of Proteins on CPUs and GPUs.快速蛋白质溶剂可及表面积的 CPU 和 GPU 上隐式溶剂模拟的两两近似方法。
J Chem Theory Comput. 2018 Nov 13;14(11):5797-5814. doi: 10.1021/acs.jctc.8b00413. Epub 2018 Oct 25.
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Optimization of the GBMV2 implicit solvent force field for accurate simulation of protein conformational equilibria.优化 GBMV2 隐式溶剂力场以准确模拟蛋白质构象平衡。
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Sci Adv. 2016 Nov 11;2(11):e1601274. doi: 10.1126/sciadv.1601274. eCollection 2016 Nov.