In rheology, the Farris Effect describes the decrease of the viscosity of a suspension upon increasing the dispersity of the solid additive, at constant volume fraction of the solid additive. That is, that a broader particle size distribution yields a lower viscosity than a narrow particle size distribution, for the same concentration of particles. The phenomenon is names after Richard J. Farris, who modeled the effect.[1] The effect is relevant whenever suspensions are flowing, particularly for suspensions with high loading fractions. Examples include hydraulic fracturing fluids, metal injection molding feedstocks, cosmetics, and various geological processes including sedimentation and lava flows.[2]
References
edit- ^ Farris, Richard J (1968). "Prediction of the Viscosity of Multimodal Suspensions from Unimodal Viscosity Data". Transactions of the Society of Rheology. 12 (2): 281–301. Bibcode:1968JRheo..12..281F. doi:10.1122/1.549109. S2CID 121137261.
- ^ Del Gaudio, P; Ventura, G; Taddeucci, J (2013). "The effect of particle size on the rheology of liquid-solid mixtures with application to lava flows : Results from analogue experiments". Geochemistry, Geophysics, Geosystems. 14 (8): 2661–2669. Bibcode:2013GGG....14.2661D. doi:10.1002/ggge.20172.
External links
edit- Richard Farris' Bio: http://www.pse.umass.edu/~rfarris/obituary.html