Modified Particle Detachment Model for Colloidal Transport in Porous Media

By Pavel G. Bedrikovetsky, F. Siqueira, C. Furtado, A. L. S. D. Souza. 2011

291 citations recorded by the source corpus.

Subfields: Environmental Engineering, Geophysics, Water Science and Technology

View Paper: https://www.semanticscholar.org/paper/8a4a04ea925286c00159778401a8886c8b8234a7

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Environmental Engineering

1. Pavel G. Bedrikovetsky
2. A. Zeinijahromi
3. T. Nguyen
4. N. Caruso

In Geophysics

1. A. Zeinijahromi
2. Pavel G. Bedrikovetsky

In Water Science and Technology

1. A. Zeinijahromi
2. Pavel G. Bedrikovetsky
3. T. Nguyen
4. N. Caruso

Citations in the corpus

• Mathematical Model for Fines-Migration-Assisted Waterflooding With Induced Formation Damage (2013, methodology): “The alternative approach to the detachment modeling is the maximum attached fines concentration rcr as a function of the detaching factors U, c, and T, which exhibit the core response without delay (Bedrikovetsky et al. 2011).”
• Analytical Model for Fines Migration During Water Injection (2013, background): “…particle mechanical equilibrium yielding the existence of the maximum attached concentration: the dynamic attachment occurs if the concentration of attached particles is lower than its maximum value; otherwise the mechanical equilibrium holds (Bedrikovetsky et al. 2011; Bedrikovetsky et al. 2012).”
• Particle Detachment Under Velocity Alternation During Suspension Transport in Porous Media (2011, methodology): “…if the retention concentration does not exceed its maximum value, particle capture is going on according to the classical model of deep bed filtration; otherwise, the maximum retention concentration value, which depends on flow velocity and brine ionic strength, holds (Bedrikovetsky et al. 2010).”