Abstract

The requirement for accelerated and quantitatively accurate screening of nuclear magnetic resonance spectra across the small molecules chemical compound space is two-fold: (1) a robust ‘local’ machine learning (ML) strategy capturing the effect of the neighborhood on an atom’s ‘near-sighted’ property—chemical shielding; (2) an accurate reference dataset generated with a state-of-the-art first-principles method for training. Herein we report the QM9-NMR dataset comprising isotropic shielding of over 0.8 million C atoms in 134k molecules of the QM9 dataset in gas and five common solvent phases. Using these data for training, we present benchmark results for the prediction transferability of kernel-ridge regression models with popular local descriptors. Our best model, trained on 100k samples, accurately predicts isotropic shielding of 50k ‘hold-out’ atoms with a mean error of less than 1.9 ppm. For the rapid prediction of new query molecules, the models were trained on geometries from an inexpensive theory. Furthermore, by using a Δ-ML strategy, we quench the error below 1.4 ppm. Finally, we test the transferability on non-trivial benchmark sets that include benchmark molecules comprising 10–17 heavy atoms and drugs.

Highlights

  • Nuclear magnetic resonance (NMR) is an indispensable tool in chemistry, biochemistry and biophysics

  • With converged settings, we provide benchmark learning curves for machine learning (ML) and ∆-ML methods based on three local descriptors—Coulomb matrix (CM), SOAP and FCHL

  • This dataset consists of data for stable 130,831 molecules amounting to 1,208,486 (1.3 M), 831,925 (832 k), 132,498 (132 k), 183,265 (183 k), 3,036 (3 k), NMR values for H, C, N, O, and F nuclei, respectively

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Summary

Introduction

Nuclear magnetic resonance (NMR) is an indispensable tool in chemistry, biochemistry and biophysics. It is fast, accurate, information-rich and non-destructive, making it the ideal technique for detecting or describing chemical bonding scenarios. As easy and trivial have most NMR experiments become, it is still a computationally expensive task to estimate NMR shielding tensors or coupling constants for large molecular datasets[1,2]. Grimme et al.[13] discussed the automated prediction of spin-spin coupled 1H NMR in various solvents by accessing relevant conformers, to generate experimentally relevant NMR spectra, while Buevich et al.[14] employed computer-assisted structure elucidation algorithms and predicted NMR results to analyse molecular geometries. Lauro et al.[15] designed a protocol to identify stereoisomers using experimental and predicted NMR data

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