2010
DOI: 10.1021/jp911466e
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Coefficients of Evaporation and Gas Phase Diffusion of Low-Volatility Organic Solvents in Nitrogen from Interferometric Study of Evaporating Droplets

Abstract: Evaporation of motionless, levitating droplets of pure, low-volatility liquids was studied with interferometric methods. Experiments were conducted on charged droplets in the electrodynamic trap in nitrogen at atmospheric pressure at 298 K. Mono-, di-, tri-, and tetra(ethylene glycols) and 1,3-dimethyl-2-imidazolidinone were studied. The influence of minute impurities (<0.1%) upon the process of droplet evaporation was observed and discussed. The gas phase diffusion and evaporation coefficients were found from… Show more

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Cited by 24 publications
(32 citation statements)
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“…The bias could arise from higher mass oligomeric impurities in the sample, since the measurements at lower temperatures required a considerably longer time to reach equilibrium with respect to temperature and humidity, during which a large volume of the particle already evaporated with corresponding potential enrichment of such impurities. Jakubczyk et al (2010) used an EDB setup as well, and their saturation vapor pressures measured at 298 K compares very favorably with the EDB data of the University of Bristol measurement at this temperature. There is one more data set at lower temperatures available (Wise et al, 1950), obtained by observing the formation of condensates of the vapor on a polished mirror.…”
Section: Resultsmentioning
confidence: 61%
“…The bias could arise from higher mass oligomeric impurities in the sample, since the measurements at lower temperatures required a considerably longer time to reach equilibrium with respect to temperature and humidity, during which a large volume of the particle already evaporated with corresponding potential enrichment of such impurities. Jakubczyk et al (2010) used an EDB setup as well, and their saturation vapor pressures measured at 298 K compares very favorably with the EDB data of the University of Bristol measurement at this temperature. There is one more data set at lower temperatures available (Wise et al, 1950), obtained by observing the formation of condensates of the vapor on a polished mirror.…”
Section: Resultsmentioning
confidence: 61%
“…Here, Îł is the surface free energy, η the viscosity, p 0 the equilibrium vapor pressure, Ω the For our system, the evaporation-condensation terms make negligible contributions to the observed decay constant K of 1000 nm gratings owing to the low vapor pressure of IMC. This conclusion is reached by calculating these terms using known properties: Îł = 50 mN/m [12]; Ω ≈ 3 x 10 -28 m 3 ; D G = 0.1 cm 2 /s for organic molecules diffusing in ambient atmosphere [13]; and p 0 is known from vacuum desorption rates of liquid IMC [14]. We find that the A and A' terms are at least 100 times smaller than the observed K. This conclusion is consistent with our observation that IMC gratings decayed at comparable rates in vacuum and in dry N 2 .…”
Section: Driven By Surface Tension An Initially Corrugated Surface Fmentioning
confidence: 99%
“…Our analytical model of evaporation used in this work was discussed in details in. 39,41,[47][48][49] It assumes rapid liquid mixing, implicating also no temperature gradients (which turns out to be a good approximation even for relatively fast evaporation rates 50 ) and makes use of the Köhler equation. 51 The Köhler equation formally requires a uniform distribution of particles in liquid, but this kind of parameterization reproduces the observed droplet evolution well.…”
Section: Evolution Of Droplet Sizementioning
confidence: 99%