2011
DOI: 10.1142/s0217984911026280
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The Model of Drying Sessile Drop of Colloidal Solution

Abstract: We have proposed and investigated a model of drying colloidal suspension drop placed onto a horizontal substrate in which the sol to gel phase transition occurs. The temporal evolution of volume fraction of the solute and the gel phase dynamics were obtained from numerical simulations. Our model takes into account the fact that some physical quantities are dependent on volume fraction of the colloidal particles.

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Cited by 16 publications
(33 citation statements)
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“…The volume fraction of the colloidal particles is constant inside the foot, that is, the outer gelled band, Φ g , and almost constant in the sol, Φ, except for a rather narrow area near the phase front. This stage was simulated in [164][165][166] and in [159,167]. (3) Final single-phase solid stage: the gelled deposit loses the remaining moisture very slowly.…”
Section: Evaporation Of a Complex Fluid Drop Containing Saltmentioning
confidence: 99%
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“…The volume fraction of the colloidal particles is constant inside the foot, that is, the outer gelled band, Φ g , and almost constant in the sol, Φ, except for a rather narrow area near the phase front. This stage was simulated in [164][165][166] and in [159,167]. (3) Final single-phase solid stage: the gelled deposit loses the remaining moisture very slowly.…”
Section: Evaporation Of a Complex Fluid Drop Containing Saltmentioning
confidence: 99%
“…The proposed theoretical models mainly deal with the first situation [23,90,105,167,202,[207][208][209][210][211][212][213][214]. Only a few models treat the deposit as impenetrable for flows and preventing evaporation [159,[165][166][167]. Nevertheless, the simulation of desiccated colloidal droplets with phase transition is extremely important for high-throughput drug screening [60], biostabilization [216], identification of fluids [183], and medical tests [139,[217][218][219].…”
Section: D Models Of Mass Transfermentioning
confidence: 99%
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“…The converged solution of Eq. (10) is expressed at the surface of the l-th solid phase as e l · n = cos θ l , (11) which means that the free surface intersects with the surface of the l-th solid phase at the specified contact angle. The modification of the level set function in the solid phase is followed by the reinitialization of the level set function in the whole domain.…”
Section: Virtual Free Surface: Immersed Free Surface Modelmentioning
confidence: 99%
“…A simulation of drying colloidal suspension is a major challenge even though computational fluid dynamics is now well developed. Recently, many researchers have been performed macroscopic simulations of the drying colloidal suspension [9][10][11][12][13], in which the evolution of the solid phase fraction in the suspension has been solved. Although the macroscopic simulations are applicable to systems in actual size, the microstructures of the colloidal particles cannot be obtained.…”
Section: Introductionmentioning
confidence: 99%