Analysing flux decline in dead-end filtration

• DOI: 10.1016/j.cherd.2008.06.005
• Publication Date: 2008-08-20T16:03:32Z
• Authors: Alexia Grenier; Martine Meireles; Pierre Aimar; Philippe Carvin
• Keywords: Filtration (mathematics); Suspension; Dead end

Can we rely on the analysis of flux decline to evaluate the risks of a filter media to be clogged during filtration of a given particle suspension? This important issue can be dealt with a macroscopic approach described in this paper. We seek to identify and quantify the successive prevailing mechanisms which occur during a filtration run, directly and solely from experimental flux data. This is achieved from the collection of experimental data (filtrate volume V vs. time t) and the use of the differential equation (d2t/dV2) = k(dt/dV)n. A methodology is then proposed to define and validate experimental procedures with the purpose of quantifying occurring fouling mechanism. For the purpose of illustrating its valuable impact for a bench marking procedure, the methodology has been applied on a model system composed of a bentonite suspension and a series of microfiltration membranes of different structures.