Deciphering the microscopic details of crystal nucleation remains a key open problem in chemical physics. For aqueous sodium chloride (NaCl), the extent to which nucleation involves amorphous ion aggregation, and the supersaturation regime in which two-step-like behavior emerges, remains actively debated. In this work, we examine NaCl nucleation at 12, 13, and 14 mol/kg ($S = 3.2, 3.5, 3.8$) using unbiased path sampling with $\infty$RETIS. Through a combination of reaction coordinate analysis, joint and conditional probability distributions, diffusion tensor analysis, and conditional free energy landscapes, we identify nucleation pathways without a priori mechanistic assumptions. While all concentrations are governed by the same reaction coordinate, indicating that nucleus growth and structural ordering are central to crossing the barrier, the nature of reactive trajectories changes with supersaturation. At lower concentrations, nucleation mainly occurs via tightly coupled increases in cluster size and ordering, compatible with a one-step-like mechanism. As concentration increases, amorphous aggregation becomes increasingly decoupled from crystallization, and pathways involving substantial amorphous growth prior to crystallization become progressively more probable. Importantly, these pathways coexist within a single broad reaction channel rather than proceeding through distinct metastable intermediate states. Together, these results reconcile earlier, contradictory reports on NaCl nucleation mechanisms and support a view of nucleation as an ensemble of competing reactive pathways whose relative probabilities vary continuously with supersaturation. More broadly, our findings illustrate that substantial mechanistic diversity can emerge within a classical nucleation framework, without requiring distinct non-classical descriptions.
Nucleation processes, through which a new structure progressively forms within a pre-existing homogeneous phase, are fundamental in materials science but are also typically non-trivial to elucidate. Cases in which defects (or disorder) nucleate within an initially ordered structure are no exception. A prominent example...
Mattia Perrone, D. D. Girardier, Giovanni M. Pavan et al.· Journal of Chemical Physics· 0 citations
A multicomponent extension, the Critical Cluster Equivalence Principle, is developed and obtained nucleation rates in excellent agreement with experiments and enhanced sampling simulations, enabling routine application across a wide range of material systems.
Lun-Na Li, Fabienne Bachtiger, A. Finney et al.· Journal of the American Chem...· 1 citation
Understanding the mechanisms by which gas hydrates nucleate from aqueous solutions is essential for predicting and controlling their formation. Experimental observations have suggested that hydrate nucleation occurs preferentially at interfaces between the aqueous phase and hydrate-forming reservoirs. However, recent s...
J. Grabowska, E. Sanz· Journal of Physical Chemistr...· 0 citations
Nucleation rates are exponentially sensitive to the thermodynamic driving force and can therefore depend strongly on the treatment of long-range intermolecular interactions. Here, using the Lennard--Jones (LJ) system as a benchmark, we combine molecular dynamics (MD) simulations, jumpy forward-flux sampling (jFFS), and...
Fernanda Sulantay Vargas, Kimia Sinaeian, A. Haji-Akbari· 0 citations
Formation of critical nuclei is the essential step of first-order phase transitions such as the crystallization of supercooled water. However, probing these nanometer-sized critical nuclei remains extremely challenging in both experiments and simulations because they form rarely and exist transiently. Here we introduce...
Chuan-Biao Zhang, Kai Wu, Yi-Qun Wang et al.· Journal of Chemical Theory a...· 0 citations
Nucleation is a key rate-limiting process in phase transition and phase separation. Recent studies highlight a significant discrepancy between experimentally measured nucleation rates and theoretical predictions, particularly when dynamic structural reordering occurs along multi-step pathways. To bridge this gap, we de...
Kai-Cheng Zhu, Hai-Bin Su· 0 citations
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