2002
DOI: 10.1039/b207515f
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Capillary condensation of hexafluoroethane in an ordered mesoporous silica

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Cited by 13 publications
(9 citation statements)
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“…Here, in all systems desorption isotherm runs on the adsorption isotherm and does not show hysteresis loop. This fact signifies that observed capillary condensation is an second-order process which occurs above the capillary critical temperature. , However, as discussed below, adsorbed phase can be identified as a liquid acetonitrile. Adsorption mechanism awaits the further adsorption experiments at wide temperatures range and will be reported in the future.…”
Section: Resultsmentioning
confidence: 95%
“…Here, in all systems desorption isotherm runs on the adsorption isotherm and does not show hysteresis loop. This fact signifies that observed capillary condensation is an second-order process which occurs above the capillary critical temperature. , However, as discussed below, adsorbed phase can be identified as a liquid acetonitrile. Adsorption mechanism awaits the further adsorption experiments at wide temperatures range and will be reported in the future.…”
Section: Resultsmentioning
confidence: 95%
“…In these constricted regions, condensation transpires at higher temperatures and lower humidities than equilibrium values. Confined regions in the context of capillary condensation can refer, however not limited, to the sharp cracks, mesoporous media, , and contacts between planar and spherical surfaces. , In the case of water drops on cold hydrophobic surfaces, trijunction adjacent between a water drop and the hydrophobic solid substrate is considered to be convexly confined, except for Teflon with a contact angle of 108°, on which spreading does not occur (Figure ). At this region, condensation transpires at higher temperatures and lower RH values compared to equilibrium.…”
Section: Resultsmentioning
confidence: 99%
“…The resulting pseudo pore critical temperature, T ‘ CP , is always larger than the hysteresis critical temperature T CH . Our results indicate that both T CH and T ‘ CP for confined water decrease as the degree of confinement increases, in qualitative agreement with: (a) simulations for simple fluids; (b) theoretical arguments; ,, (c) simulation results for confined water; , and (d) experimental data for simple fluids in ordered pores. ,,, To validate our approach for the estimation of T ‘ CP , we calculate adsorption isotherms for water in all the pores at temperatures above the predicted T ‘ CP . The simulated adsorption isotherms exhibit a gradual increase in density, pointing to the absence of a phase transition for confined water (see discussion of Figures and ).…”
Section: Simulation Resultsmentioning
confidence: 99%
“…Experimental evidence , and theoretical arguments 14 suggest that T CH is lower than the pore critical temperature, T CP . However, while the existence of the critical point is accepted for fluids confined in slit-shaped pores, no critical point can be defined for fluids in narrow cylindrical pores ,, In contrast, T CH is observed for pores of all geometries.…”
Section: Introductionmentioning
confidence: 99%