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Maitri, R. V. (author), De, S. (author), Koesen, S. P. (author), Wyss, H. M. (author), van der Schaaf, J. (author), Kuipers, J. A.M. (author), Padding, J.T. (author), Peters, E.A.J.F. (author)
In this work, we investigate the influence of channel structure and fluid rheology on non-inertial migration of non-Brownian polystyrene beads. Particle migration in this regime can be found in biomedical, chemical, environmental and geological applications. However, the effect of fluid rheology on particle migration in porous media remains...
journal article 2019
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De, S. (author), Krishnan, P. (author), van der Schaaf, J. (author), Kuipers, J. A.M. (author), Peters, E. A.J.F. (author), Padding, J.T. (author)
Hypothesis Multiphase flow through porous media is important in a number of industrial, natural and biological processes. One application is enhanced oil recovery (EOR), where a resident oil phase is displaced by a Newtonian or polymeric fluid. In EOR, the two-phase immiscible displacement through heterogonous porous media is usually governed...
journal article 2018
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De, Sourav (author), Kuipers, J.A.M. (author), Peters, E.A.J.F. (author), Padding, J.T. (author)
We investigate creeping viscoelastic fluid flow through two-dimensional porous media consisting of random arrangements of monodisperse and bidisperse cylinders, using our finite volume-immersed boundary method introduced in S. De, et al., J. Non-Newtonian Fluid Mech., 2016, 232, 67–76. The viscoelastic fluid is modeled with a FENE-P model. The...
journal article 2017
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De, S. (author), Kuipers, J. A. M. (author), Peters, E. A. J. F. (author), Padding, J.T. (author)
We investigate creeping flow of a viscoelastic fluid through a three dimensional random porous medium using computational fluid dynamics. The simulations are performed using a finite volume methodology with a staggered grid. The no slip boundary condition on the fluid-solid interface is implemented using a second order finite volume immersed...
journal article 2017
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