2006
DOI: 10.1007/s11242-006-9005-3
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Temperature Effect on Power for Particle Detachment from Pore Wall Described by an Arrhenius-Type Equation

Abstract: An Arrhenius-type asymptotic-exponential function is derived to describe the temperature dependence of the power needed for detachment of fine particles from pore walls in porous media.

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Cited by 22 publications
(19 citation statements)
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“…Hence, colder temperature conditions are favorable for more pore surface attachment and deposition of fine particles (Civan 2007b). Conversely, at sufficiently high temperatures, pore surface conditions become more suitable for particle detachment, and therefore fine particles are less likely to deposit over the pore surface, and rather migrate towards the pore throats and form particle bridges but only under favorable conditions (Pandya et al 1998;Civan 2007a;Tran et al 2009).…”
Section: Superscripts O Initial Condition 1 Introductionmentioning
confidence: 99%
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“…Hence, colder temperature conditions are favorable for more pore surface attachment and deposition of fine particles (Civan 2007b). Conversely, at sufficiently high temperatures, pore surface conditions become more suitable for particle detachment, and therefore fine particles are less likely to deposit over the pore surface, and rather migrate towards the pore throats and form particle bridges but only under favorable conditions (Pandya et al 1998;Civan 2007a;Tran et al 2009).…”
Section: Superscripts O Initial Condition 1 Introductionmentioning
confidence: 99%
“…Another issue of importance is that particulate processes occurring in porous media should be related to the interstitial fluid velocity rather than the pore velocity, volumetric flux or flow rate because the fluid forces acting upon particles in porous media are determined by the actual fluid velocity in tortuous preferential fluid flow paths, referred to as the interstitial fluid velocity (Dupuit 1863;Civan 2007b). Fine particles present in tortuous flow paths are drifted more effectively along with the flowing fluid because the fluid moves faster in tortuous paths than in straight paths (Civan 2007b(Civan , 2008d.…”
Section: Superscripts O Initial Condition 1 Introductionmentioning
confidence: 99%
“…Nevertheless, it is altogether possible the recirculation generated by the expansion could reduce this effect since the higher bulk convection velocities and the larger shear stresses acting on the particles in the bulk under the vertical environment allows them to detach from the pore walls and travel further down the pore length, thus aiding deeper penetration into the scaffold. This has been observed widely in other flows through porous media (Civan, 2006). Enhanced diffusion due to Eckart streaming in tortuous substrates has also been reported (Haydock and Yeomans, 2003).…”
Section: Internal Flow Within the Scaffold Poresmentioning
confidence: 53%
“…The complexity of the flow, such as the recirculation observed, also stipulates that it is not possible to obtain a prediction for the empirical coefficient in the theoretical prediction in Equation (11). This is often the case when considering flow through porous media (Arshad et al, 1993;Civan, 2006). Nevertheless, the relatively good agreement between the slope of the theoretical prediction and the experimental data suggests that the lubrication model is a modest approximation for the internal flow through the pores, at least for a rough estimation of the speed at which the flow occurs.…”
Section: Internal Flow Within the Scaffold Poresmentioning
confidence: 86%
“…Baveye et al 1998) that cannot be easily measured, or that cannot be easily upscaled to the field pond scale and (ii) the rate at which clogging mechanisms jointly develop depends on a variety of site-specific conditions and factors, such as textural heterogeneities of the soil (e.g. pore or grain size distributions-PSD/GSD) (Zamani and Maini 2009;Tien and Payatakes 1979;Guin 1972), soil density heterogeneities (Clement et al 1996), chemical heterogeneity (Greskowiak et al 2005), and fluctuations of the water temperature (Civan 2007(Civan , 2010.…”
Section: Introductionmentioning
confidence: 99%