A mathematical model for non-monotonic deposition profiles in deep bed filtration systems
By Hao Yuan, A. Shapiro. 2011
102 citations recorded by the source corpus.
Subfields: Environmental Engineering, Mechanical Engineering, Water Science and Technology
View Paper: https://www.semanticscholar.org/paper/f9218ba6bde2c6bc2ec32ea8cf589ae7c0c057ec
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In Environmental Engineering
In Mechanical Engineering
In Water Science and Technology
Citations in the corpus
- Analytical Model for Fines Migration During Water Injection (2013, methodology): “Other approaches include random walk models (Shapiro 2007; Yuan and Shapiro 2010a,b), trajectory analysis (Payatakes et al. 1974; Chatterjee et al. 2011) and stochastic mean-field model (Lin et al. 2009).”
- Particle Detachment Under Velocity Alternation During Suspension Transport in Porous Media (2011, background): “Recently developed deep bed filtration model with the migrating layer of the particles, attached in the secondary energy minimum (Li et al. 2006; Yuan and Shapiro 2011), also does not consider forces exerted on the retained particles.”
- Mathematical modelling of fines migration in geothermal reservoirs (2016, methodology): “Geothermics The two-speed model by Yuan and Shapiro (2011) and Bradford et al. (2012) describes particle detachment and transport in more details than the single velocity model, see Eqs.”
- Mathematical Model for Fines-Migration-Assisted Waterflooding With Induced Formation Damage (2013, background): “…to be proportional to the difference between the current and critical values of the detaching factors, such as velocity, salinity, pH, shear, and temperature (Liu and Civan 1996; Tufenkji 2007; Ju et al. 2007; Rousseau et al. 2008; Yuan and Shapiro 2010; Civan 2010; Bradford et al. 2011a, b).”