AIChE Journal · 1977 · 66 citations · 11 references
EngineeringChemical EngineeringMembrane ScienceSurface ScienceTransport PhenomenaMembrane EngineeringMembrane HeterogeneityMembrane MaterialsMembrane ModelingMembrane TransportTransport In Porous MediaDiffusion Boundary LayerMass Transfer Through MembranesMembrane Mass TransferMembrane ResistanceMembrane ThicknessPoresSherwood NumberStagnant Film Theory
Abstract Diffusional mass transfer across membranes with uniform but low pore densities was studied experimentally as a function of stirring rate and pore area fraction. The results were analyzed in terms of a stagnant film boundary‐layer model specially formulated for a heterogeneous membrane containing discrete pores. The overall membrane diffusional resistance is linearly related to the inverse of the pore area fraction of the membranes for a constant stirring rate. An equivalent boundary‐layer thickness can be defined which is independent of membrane properties but a unique function of stirrer speed. These experimental boundary‐layer thicknesses are greater by a factor of 3 than those predicted by a published Sherwood number correlation determined for homogeneous surfaces, but the stirring rate dependence is in excellent agreement with this same correlation.
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V. G. Levich, Raymond J. Seeger · American Journal of Physics · 1963 · 2.8K citations
Model Pores of Molecular Dimension
John A. Quinn, James Anderson, W.S. Winston Ho et al. · Biophysical Journal · 1972 · 95 citations · Full text