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arXiv · 2607.03371

Computational Determination of Optimal Growth Protocols for Metastable Polymorphs

Simon B. Hollweger·Anna Werkovits·Tadeas Lesovsky·Oliver T. Hofmann
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Abstract

The reliable growth of a desired target structure remains a central challenge for organic-inorganic interfaces. Specific interface structures can exhibit properties that are superior compared to those of other possible interface structures, but identifying growth conditions that selectively produce a given surface structure is difficult, particularly when the target structure is thermodynamically metastable. Here, we demonstrate how time-dependent temperature and pressure protocols can be optimized to promote the high-yield formation of a metastable surface polymorph. To this end, we combine kinetic Monte Carlo simulations with a parameterized nucleation-and-growth model and apply optimal control theory to predict growth recipes that maximize the yield of the desired target structure. Applying this approach to a prototypical model of an organic molecules adsorbed on a metal surface, we identify experimentally plausible protocols that guide the system through phase space while avoiding kinetic growth regimes in which formation of the thermodynamically stable structure is favored. Compared to a manually optimized three-step protocol, the optimized control trajectory increases the yield of the desired metastable phase from 73 % to 97 % for the same total protocol duration.

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Simon B. Hollweger, Anna Werkovits, Tadeas Lesovsky, Oliver T. Hofmann. 2026-07-03. Computational Determination of Optimal Growth Protocols for Metastable Polymorphs. https://arxiv.org/abs/2607.03371

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