4.6 Article

Role of Mixed Boundaries on Flow in Open Capillary Channels with Curved Air-Water Interfaces

Journal

LANGMUIR
Volume 28, Issue 35, Pages 12753-12761

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/la302833p

Keywords

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Funding

  1. USDA National Research Initiative (NRI) [2008 - 00653]
  2. German Research Foundation DFG [MUSIS - FOR 1083]
  3. EPSCoR
  4. Office Of The Director [814251] Funding Source: National Science Foundation

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Flow in unsaturated porous media or in engineered microfluidic systems is dominated by capillary and viscous forces. Consequently, flow regimes may differ markedly from conventional flows, reflecting strong interfacial influences on small bodies of flowing liquids. In this work, we visualized liquid transport patterns in open capillary channels with a range of opening sizes from 0.6 to 5.0 mm using laser scanning confocal microscopy combined with fluorescent latex particles (1.0 mu m) as tracers at a mean velocity of similar to 0.50 mm s(-1). The observed velocity profiles indicate limited mobility at the air-water interface. The application of the Stokes equation with mixed boundary conditions (i.e., no slip on the channel walls and partial slip or shear stress at the air-water interface) clearly illustrates the increasing importance of interfacial shear stress with decreasing channel size. Interfacial shear stress emerges from the velocity gradient from the adjoining no-slip walls to the center where flow is trapped in a region in which capillary forces dominate. In addition, the increased contribution of capillary forces (relative to viscous forces) to flow on the microscale leads to increased interfacial curvature, which, together with interfacial shear stress, affects the velocity distribution and flow pattern (e.g., reverse flow in the contact line region). We found that partial slip, rather than the commonly used stress-free condition, provided a more accurate description of the boundary condition at the confined air-water interface, reflecting the key role that surface/interface effects play in controlling flow behavior on the nanoscale and microscale.

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