68th Annual Meeting of the APS Division of Fluid Dynamics
Volume 60, Number 21
Sunday–Tuesday, November 22–24, 2015;
Boston, Massachusetts
Session G37: Minisymposium: Hydraulic Fracturing
8:00 AM–10:10 AM,
Monday, November 23, 2015
Sheraton
Room: Back Bay A
Chair: Sungyon Lee, TAMU
Abstract ID: BAPS.2015.DFD.G37.2
Abstract: G37.00002 : Engineering Fracking Fluids with Computer Simulation
8:26 AM–8:52 AM
Preview Abstract
Abstract
Author:
Eric Shaqfeh
(Stanford University)
There are no comprehensive simulation-based tools for engineering the flows of
viscoelastic fluid-particle suspensions in fully three-dimensional
geometries. On the other hand, the need for such a tool in engineering
applications is immense. Suspensions of rigid particles in viscoelastic
fluids play key roles in many energy applications. For example, in oil
drilling the ``drilling mud'' is a very viscous, viscoelastic fluid designed
to shear-thin during drilling, but thicken at stoppage so that the
``cuttings'' can remain suspended. In a related application known as
hydraulic fracturing suspensions of solids called ``proppant'' are used to
prop open the fracture by pumping them into the well. It is well-known that
particle flow and settling in a viscoelastic fluid can be quite different
from that which is observed in Newtonian fluids. First, it is now well known
that the ``fluid particle split'' at bifurcation cracks is controlled by
fluid rheology in a manner that is not understood. Second, in Newtonian
fluids, the presence of an imposed shear flow in the direction perpendicular
to gravity (which we term \textit{a cross or orthogonal shear flow}) has no effect on the settling of a spherical particle in Stokes flow (i.e. at vanishingly small Reynolds number). By contrast, in a non-Newtonian liquid, the complex rheological properties
induce a nonlinear coupling between the sedimentation and shear flow. Recent
experimental data have shown both the shear thinning and the elasticity of
the suspending polymeric solutions significantly affects the fluid-particle
split at bifurcations, as well as the settling rate of the solids. In the
present work, we use the Immersed Boundary Method to develop computer
simulations of viscoelastic flow in suspensions of spheres to study these
problems. These simulations allow us to understand the detailed physical
mechanisms for the remarkable physical behavior seen in practice, and
actually suggest design rules for creating new fluid recipes.
To cite this abstract, use the following reference: http://meetings.aps.org/link/BAPS.2015.DFD.G37.2