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May 29, 2026Science Advances1 citationsOpen Access

Understanding the density maximum of water with machine-learned potentials

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YSYizhi SongRLRenxi LiuCZChunyi Zhang

Key Points

  • This research aims to understand the density maximum of water by utilizing machine-learned interatomic potentials.
  • Trained a deep neural network on electronic structure data from advanced density functional theory.
  • Conducted molecular dynamics simulations to analyze water's density behavior and structural properties.
  • Performed detailed structural analysis of the hydrogen-bond network formed in different temperature conditions.
  • Successfully reproduced the experimental water density anomaly and thermal expansion coefficient.
  • Identified that the density anomaly results from an emergent liquid structure with short-range tetrahedral coordination but collapsing coordination at intermediate range.
  • Proposed a more intricate mechanism for the density maximum, emphasizing the impact of structural orderings at varying length scales.

Abstract

After melting, at ambient pressure, the density of water continues to increase with temperature until it reaches a maximum around 4°C. For nearly a century, this phenomenon has been qualitatively attributed to a mixture of ordered and disordered structures. Here, we use a deep neural network to train a machine-learned (ML) interatomic potential for water using electronic structure data from advanced density functional theory. Notably, molecular dynamics simulations with the ML potential reproduce both the experimental water density anomaly and the thermal expansion coefficient. Detailed structural analysis of the computed hydrogen-bond network reveals that the density anomaly arises from an emergent liquid structure that retains nearly ideal tetrahedral coordination at short range but collapses at intermediate range. Our findings point to a more delicate mechanism causing the density maximum than the conventional picture, emphasizing the collective roles of structural orderings at different length scales.

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Cite This Study

Song et al. (2026) studied this question.

synapsesocial.com/papers/6a192f07fab5b468c44185c2https://doi.org/10.1126/sciadv.aec6748
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