2021
DOI: 10.1063/5.0035651
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Pore network model of drying with Kelvin effect

Abstract: A pore network model of isothermal drying is presented. The model takes into account the capillary effects, the transport of vapor by diffusion, including Knudsen effect, in the gas phase, and the Kelvin effect. The model is seen as a first step toward the simulation of drying in mesoscopic porous materials involving pore sizes between 4 nm and 50 nm. The major issue addressed with the present model is the computation of the menisci mean curvature radius at the boundary of each liquid cluster in conjunction wi… Show more

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Cited by 24 publications
(20 citation statements)
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“…is not considered. The enhancement in drying rate due to Kelvin effect is also reported in a recent work using pore-network simulation [66]. It is worth noting that this phenomenon can be regarded as an equilibration process [8].…”
Section: Transition In Drying Regimessupporting
confidence: 75%
“…is not considered. The enhancement in drying rate due to Kelvin effect is also reported in a recent work using pore-network simulation [66]. It is worth noting that this phenomenon can be regarded as an equilibration process [8].…”
Section: Transition In Drying Regimessupporting
confidence: 75%
“…It is favorable to have various pore structures since we can expect different drying behaviors of liquid from the pores for different humidifiers considering that various pore structures among different foams lead to different Kelvin effects. 146 Crystallinity and the crystallization kinetics are the two key variables that affect the foam structure significantly. Figure 21 illustrates that the crystallinity of foams is strongly dependent on NPDR even though there is no significant difference between 1D and 3D foams.…”
Section: D Vs 3d and Effect Of Npdrmentioning
confidence: 99%
“…In this case, the molecules interact very often with the walls of the container. Knudsen diffusion (D K ) is presented in Equation ( 14); d fp is the mean free path; R the gas constant; T the temperature (in this case assumed equal to 293 K); and M the molecular mass (g), (Maalal et al, 2021).…”
Section: Mass Transfermentioning
confidence: 99%
“…In this case, the molecules interact very often with the walls of the container. Knudsen diffusion ( D K ) is presented in Equation (14); d fp is the mean free path; R the gas constant; T the temperature (in this case assumed equal to 293 K); and M the molecular mass (g), (Maalal et al., 2021). 0.28emDK=dfp30.28em8RTπM\begin{equation}\;{D_{\rm{K}}} = \frac{{{d_{fp}}}}{3}\;\sqrt {\frac{{8RT}}{{{{\pi}}M}}} \end{equation}In another approach, Caccavale et al.…”
Section: Drying Theory and Mechanismmentioning
confidence: 99%