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量子化学精度下的炼金术自由能计算

Alchemical Free-Energy Calculations at Quantum-Chemical Precision.

作者信息

Crha Radek, Poliak Peter, Gillhofer Michael, Oostenbrink Chris

机构信息

Institute for Molecular Modeling and Simulation, Department of Material Sciences and Process Engineering, University of Natural Resources and Life Sciences, Vienna, Muthgasse 18, Vienna 1190, Austria.

Christian Doppler Laboratory for Molecular Informatics in the Biosciences, University of Natural Resources and Life Sciences, Vienna 1190, Austria.

出版信息

J Phys Chem Lett. 2025 Jan 30;16(4):863-869. doi: 10.1021/acs.jpclett.4c03213. Epub 2025 Jan 17.

Abstract

In the past decade, machine-learned potentials (MLP) have demonstrated the capability to predict various QM properties learned from a set of reference QM calculations. Accordingly, hybrid QM/MM simulations can be accelerated by replacement of expensive QM calculations with efficient MLP energy predictions. At the same time, alchemical free-energy perturbations (FEP) remain unachievable at the QM level of theory. In this work, we extend the capabilities of the Buffer Region Neural Network (BuRNN) QM/MM scheme toward FEP. BuRNN introduces a buffer region that experiences full electronic polarization by the QM region to minimize artifacts at the QM/MM interface. An MLP is used to predict the energies for the QM region and its interactions with the buffer region. Furthermore, BuRNN allows us to implement FEP directly into the MLP Hamiltonian. Here, we describe the alchemical change from methanol to methane in water at the MLP/MM level as a proof of concept.

摘要

在过去十年中,机器学习势(MLP)已展现出从一组参考量子力学(QM)计算中预测各种QM性质的能力。因此,通过用高效的MLP能量预测取代昂贵的QM计算,可加速混合QM/MM模拟。与此同时,在QM理论水平上,炼金术自由能微扰(FEP)仍然无法实现。在这项工作中,我们将缓冲区域神经网络(BuRNN)QM/MM方案的能力扩展到FEP。BuRNN引入了一个由QM区域经历完全电子极化的缓冲区域,以最小化QM/MM界面处的伪影。一个MLP用于预测QM区域的能量及其与缓冲区域的相互作用。此外,BuRNN使我们能够直接在MLP哈密顿量中实现FEP。在此,我们在MLP/MM水平上描述从甲醇到水中甲烷的炼金术变化,作为概念验证。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/e576/11789145/856c8e87e42b/jz4c03213_0001.jpg

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