2014
DOI: 10.1038/nmat4083
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Two-step nucleation mechanism in solid–solid phase transitions

Abstract: The microscopic kinetics of ubiquitous solid-solid phase transitions remain poorly understood. Here, by using single-particle-resolution video microscopy of colloidal films of diameter-tunable microspheres, we show that transitions between square and triangular lattices occur via a two-step diffusive nucleation pathway involving liquid nuclei. The nucleation pathway is favoured over the direct one-step nucleation because the energy of the solid/liquid interface is lower than that between solid phases. We also … Show more

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Cited by 279 publications
(334 citation statements)
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“…The equilibrium phase diagram of hard spheres confined between two planar hard walls shows an alternating sequence of solid-solid transitions, …n△ → ðn þ 1Þ□ → ðn þ 1Þ△…, as the plate separation increases [27][28][29][30], where n is the number of crystalline layers. Peng et al [26] found that the transition from the ðn þ 1Þ□ crystal to the ðnÞ△ crystal followed Ostwald's step rule and occurred via a two-step nucleation process involving an intermediate liquid phase.We study the nucleation mechanism of the 5□ → 4△ solid-solid transition in a system of hard spheres of diameter σ confined between two parallel hard plates separated by a distance H=σ ¼ 4, using computer simulations. Our simulations are carried out in the packing fraction range 0.479 < η < 0.500 (i.e., the 2D reduced lateral pressure range 35.8 < P Ã ¼ βPσ 2 < 40), where the 5□ crystal and the liquid phase are metastable with respect to the 4△ crystal (see the Supplemental Material [31] for details).…”
mentioning
confidence: 99%
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“…The equilibrium phase diagram of hard spheres confined between two planar hard walls shows an alternating sequence of solid-solid transitions, …n△ → ðn þ 1Þ□ → ðn þ 1Þ△…, as the plate separation increases [27][28][29][30], where n is the number of crystalline layers. Peng et al [26] found that the transition from the ðn þ 1Þ□ crystal to the ðnÞ△ crystal followed Ostwald's step rule and occurred via a two-step nucleation process involving an intermediate liquid phase.We study the nucleation mechanism of the 5□ → 4△ solid-solid transition in a system of hard spheres of diameter σ confined between two parallel hard plates separated by a distance H=σ ¼ 4, using computer simulations. Our simulations are carried out in the packing fraction range 0.479 < η < 0.500 (i.e., the 2D reduced lateral pressure range 35.8 < P Ã ¼ βPσ 2 < 40), where the 5□ crystal and the liquid phase are metastable with respect to the 4△ crystal (see the Supplemental Material [31] for details).…”
mentioning
confidence: 99%
“…The equilibrium phase diagram of hard spheres confined between two planar hard walls shows an alternating sequence of solid-solid transitions, …n△ → ðn þ 1Þ□ → ðn þ 1Þ△…, as the plate separation increases [27][28][29][30], where n is the number of crystalline layers. Peng et al [26] found that the transition from the ðn þ 1Þ□ crystal to the ðnÞ△ crystal followed Ostwald's step rule and occurred via a two-step nucleation process involving an intermediate liquid phase.…”
mentioning
confidence: 99%
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“…Однако некоторые метастабильные кристаллические фазы могут далее последовательно претерпевать серию фазовых превращений «твердое -твердое», например, многие полимеры [2,3]. В последние годы это эмпирическое правило нашло дальнейшее теоретическое и экспериментальное обоснование для последовательности фазовых переходов «метастабильное твердое -метастабильная жидкость -стабильная твердая фаза» [4][5][6][7][8][9]. Образование метастабильной жидкой фазы экспериментально доказано во многих работах при контактном плавление двух металлов [10].…”
unclassified
“…Образование метастабильной жидкой фазы экспериментально доказано во многих работах при контактном плавление двух металлов [10]. В частности, в работе [8] Ранее кинетическая теория двух-и трех-барьерной нуклеации кристаллов из жидкой фазы была рассмотрена в наших работах [11][12][13]. Было показано, что экспериментальная временная зависимость скорости нуклеации в растворах и в расплавах соответствует пяти предсказанным типам процесса [12,13].…”
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