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Chemistry· 17-page report· 1 figure

OC20 IS2RE Adsorption Energy Prediction

Predict OC20 IS2RE adsorption energies and evaluate parity across train, validation, and test splits.

What this research found

Computing how strongly a molecule binds to a catalyst surface normally requires hours of quantum-mechanical geometry relaxation per system. The Open Catalyst 2020 benchmark asks whether a model can skip that step and predict the relaxed energy from the unrelaxed starting geometry alone. Instead of a deep graph network, K-Dense built a deliberately transparent baseline: 60 hand-crafted descriptors fed to a gradient-boosting regressor, evaluated on all four official validation splits. Errors ranged from 0.762 to 0.918 electronvolts and reproduced the expected ordering, with unseen adsorbate chemistries proving hardest.

  • Mean absolute errors across the four validation splits were 0.7725 electronvolts in-distribution, 0.9181 for unseen adsorbates, 0.7617 for unseen catalysts, and 0.8778 when both were unseen, averaging 0.8326 across roughly 25,000 systems per split. Under the stringent 0.02-electronvolt tolerance, only 2.44% of in-distribution predictions counted as essentially exact.
  • Unseen catalysts were essentially free: the out-of-distribution catalyst error of 0.7617 electronvolts is marginally better than the in-distribution 0.7725, because a new alloy still sits in a smoothly varying space of electronegativity, radius, valence, and cell geometry that the training catalysts sample densely.
  • Unseen adsorbates were the real difficulty, since adsorbate identity sets the zeroth-order binding strength while the catalyst only modulates it. The model's single most important feature was the count of carbon atoms in the adsorbate.
  • Feature importance recovered the quantities that surface-science theory identifies as controlling chemisorption without being told to: binding-site electronegativity, covalent radius, and valence count alongside minimum adsorbate-surface distance and adsorbate height.
  • The model trains in roughly 85 seconds on 16 threads with no graphics processor, against published graph-network errors of roughly 0.4 to 0.5 electronvolts, making it usable as a near-free pre-filter that reserves expensive relaxations for promising candidates. That gap comes from the fingerprint being a fixed, lossy summary where a graph network sees every atom and bond.

How it was done

The official benchmark archive was downloaded, verified against its published checksum, and read directly from its databases, with a sample of systems per split unpickled to confirm structures and targets were sound. For each system, 60 descriptors were computed from initial atomic positions, atomic numbers, unit cell, and per-atom surface tags only: 25 compositional, 14 geometric, 7 covering adsorbate-surface contact geometry with exact minimum-image treatment of periodic boundaries, and 14 chemical descriptors including binding-site properties. Relaxed coordinates were never read as inputs, guaranteeing the features are computable at inference time. A gradient-boosting regressor was trained on the provided 100,000-system subset under a mean-absolute-error objective matching the evaluation metric, split 90,000 for fitting and 10,000 for early stopping, converging at iteration 3,321 with a local validation error of 0.7616 electronvolts. The four official validation splits were untouched during fitting.

Data sources

  • Open Catalyst 2020 initial-structure-to-relaxed-energy distribution — 100,000-system training subset plus four validation splits of roughly 25,000 systems each
  • Chanussot et al., ACS Catalysis 11:6059-6072 (2021) — the benchmark itself, over 1.28 million relaxations across roughly 55 elements and 82 adsorbates
  • Materials Project — source of the bulk metal and alloy slabs underlying the benchmark
  • Atomic Simulation Environment and mendeleev — element-level covalent radii, masses, electronegativities, and valence counts

Limitations

The 60-descriptor fingerprint discards geometric information the relaxed energy depends on, which sets an error floor that more boosting rounds cannot close, and results come from a single model at a single random seed trained on the 100,000-system subset rather than the full roughly 460,000-system set. All targets inherit the systematic errors of the underlying density functional theory setup, so agreement here means agreement with that method rather than with experiment.

How this research was produced

K-Dense Web planned and ran this chemistry investigation end to end — gathering the sources, carrying out the analysis, producing the figures, and drafting the report. The full session transcript, including every intermediate step, is available to view.

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