2022
DOI: 10.1039/d1fd00090j
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Nucleation in sessile saline microdroplets: induction time measurement via deliquescence–recrystallization cycling

Abstract: Induction time, a measure of how long one will wait for nucleation to occur, is an important parameter in quantifying nucle-ation kinetics and its underlying mechanisms. Due to the stochastic...

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Cited by 10 publications
(26 citation statements)
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“…In a special case of a long 1D array of monodisperse microdroplets ( N > 60), each droplet tends to evaporate at the same rate (i.e., J n ≈ J m ). This has been experimentally verified in our previous work . With this assumption, we can simplify eq as Indeed, the predictions of the simplified model (eq ) converge to that of the full model (eq ) at large values of N (Figure S4 and section 2.4 of the SI), which justifies our simplification.…”
Section: Modelingsupporting
confidence: 77%
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“…In a special case of a long 1D array of monodisperse microdroplets ( N > 60), each droplet tends to evaporate at the same rate (i.e., J n ≈ J m ). This has been experimentally verified in our previous work . With this assumption, we can simplify eq as Indeed, the predictions of the simplified model (eq ) converge to that of the full model (eq ) at large values of N (Figure S4 and section 2.4 of the SI), which justifies our simplification.…”
Section: Modelingsupporting
confidence: 77%
“…Because of the stochastic nature of nucleation, a large number of independent induction time measurements are necessary to quantify the kinetics. To address this, we have recently developed a method to measure the induction times of hundreds of sessile microdroplets based on images taken from a bottom-view microscope . A schematic diagram of a typical microdroplet configuration (2D matrix) is shown in Figure a, and an example image is shown in Figure b, where the distance between droplet lines is always much greater than the distance between adjacent droplets (i.e., L 2 > L 1 ).…”
Section: Resultsmentioning
confidence: 99%
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