Summary

Nucleation in vapour-phase systems describes the initial formation of microscopic clusters from a metastable gas and underpins a wide range of natural and engineered phenomena, from cloud formation to advanced materials synthesis. In a supersaturated vapour, fluctuating density regions may give rise to embryonic clusters whose stability is governed by a competition between the reduction in bulk free energy and the increase in surface free energy. Once clusters exceed a critical size, they grow spontaneously, whereas sub-critical clusters redissolve. The kinetics and thermodynamics of this process are influenced by factors such as temperature, pressure, carrier-gas interactions and surface tension. Classical nucleation theory offers a first-order description of rate and barrier height, yet deviations arise under extreme conditions, small cluster sizes and multicomponent mixtures. Molecular simulation, advanced mass spectrometric detection and refined theoretical models are unravelling the microscopic pathways and free-energy landscapes of vapour-to-liquid or vapour-to-solid transitions. A quantitative understanding of nucleation dynamics is vital for predicting aerosol behaviour in climate models, optimising spray technologies and controlling crystallisation in pharmaceutical and chemical industries.

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Nucleation Dynamics in Vapor-Phase Systems publication trend

The graph below shows the total number of articles in nucleation dynamics in vapor-phase systems across all publications each year (not limited to Nature Index journals).

Technical terms

Homogeneous nucleation: formation of clusters from a uniform supersaturated vapour without heterogeneous surfaces or impurities.

Supersaturation: state in which vapour pressure exceeds the saturation pressure at given temperature, providing the driving force for nucleation.

Classical nucleation theory (CNT): framework balancing volumetric free-energy gain against surface-energy cost to estimate nucleation rates and critical sizes.

Critical cluster: smallest aggregate size at which the net free-energy change for growth becomes favourable, marking the top of the free-energy barrier.

Free energy barrier: maximum energetic obstacle that nascent clusters must surmount to transition into stable nuclei capable of continued growth.

References

  1. Are nucleation bubbles in a liquid all independent?. Journal of Molecular Liquids (2023).
  2. Probing the Free Energy of Small Water Clusters: Revisiting Classical Nucleation Theory. The Journal of Physical Chemistry Letters (2022).
  3. Homogeneous water nucleation: Experimental study on pressure and carrier gas effects. The Journal of Chemical Physics (2020).
  4. Homogeneous water nucleation in carbon dioxide–nitrogen mixtures: Experimental study on pressure and carrier gas effects. The Journal of Chemical Physics (2021).
  5. Critical cluster composition from homogeneous nucleation data: application to water in carbon dioxide–nitrogen carrier gases. Experiments in Fluids (2021).

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