NAGL2 Neural Network Charge Model Phase 1

Driver	Alexandra McIsaac
Approver	Lily Wang Brent Westbrook (Unlicensed)
Contributors	?
Other stakeholders	David Mobley , Michael Gilson , Michael Shirts , Daniel Cole
Objective	A neural network charge model that can assign conformer-independent charges to both small molecules and large systems, at a higher level of theory than AM1BCC
Time frame	?
Key outcomes	A neural network charge model that: Is trained on data with a higher level of QM theory than AM1-BCC, with polarization effects from a solvent model Can accurately assign charges to small molecules and large systems at a reasonable speed Assigns charges that perform better in simulation than AM1-BCC Corrects issues with sulfur and phosphorus charges A force field incorporating: NAGL2 charges re-trained vdW terms re-trained valence terms
Key metrics	Equivalent or better testing error compared to NAGL Improved performance on “real-world” benchmarks compared to NAGL/AM1BCC-ELF10 (e.g. solvation free energies, protein-ligand benchmarks, or other similar targets), especially for hypervalent atoms
Status	IN PROGRESS
GitHub repo
Slack channel	https://openforcefieldgroup.slack.com/archives/CDR1P66Q2
Designated meeting
Released force field
Publication

\uD83E\uDD14 Problem Statement and Objective

AM1-BCC charges are trained to reproduce RESP charges, which are calculated at a low level of QM theory (HF/6-31G*) and rely on that theory level’s overpolarization to fortuitously model charge polarization in solution. The level of theory is particularly poorly suited for sulfur and phosphorus, which can be hypervalent, as well as some other functional groups. Additionally, it has been shown that HF/6-31G* does not consistently overpolarize charges by the same amount in every system, and within a given system, it erroneously polarizes both solvent-accessible and buried atoms by the same amount. These issues with polarization become more problematic the larger the simulated system is, causing more problems for large systems than small molecules.

In order to accurately model electrostatics, we wish to train a graph neural network charge model which solves these problems. We will train the GNN to a higher level of QM theory, to more accurately capture the electrostatics of complicated systems like hypervalent atoms. We will model the effects of solvent polarization directly by using a solvent model.

🎯 Scope

Must have:
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\uD83E\uDD14 Problem Statement and Objective

🎯 Scope

⚙️ Project Approaches

📖 References