Publication | Open Access
A mathematical model for biological clogging of uniform porous media
69
Citations
27
References
2001
Year
EngineeringPorous Medium EquationsPorous MembraneGranular MediumPorous BodyHydraulic ConductivityPorous MediaTransport PhenomenaMicrobial EcologyEnvironmental MicrobiologyBiophysicsHydraulic PropertyUniform Porous MediaMultiphase FlowPore StructureEnvironmental EngineeringPorosityBiological CloggingMicrobiologyMedicineMultiscale Modeling
We develop a theory that explains the decrease in saturated hydraulic conductivity K s due to biological clogging of porous media. Experiments show that discontinuous microcolonies in fine‐textured soils decrease K s more severely than biofilms do. However, most existing models for biological clogging assume that bacteria cells form biofilms which uniformly cover pore walls. We propose a mathematical model for biological clogging with a quantitative evaluation of the nonuniform microbial distribution of colonies. A series of equations describing the relation between the biological clogging and the saturated hydraulic conductivity are derived. The data of previous researchers are used to validate the model.
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