2008 APS March Meeting
Volume 53, Number 2
Monday–Friday, March 10–14, 2008;
New Orleans, Louisiana
Session B5: Geometry and Elasticity
11:15 AM–2:15 PM,
Monday, March 10, 2008
Morial Convention Center
Room: RO1
Sponsoring
Unit:
DCMP
Chair: Mark Bowick, Syracuse University
Abstract ID: BAPS.2008.MAR.B5.5
Abstract: B5.00005 : Folding and swirling instabilities of viscous fluid threads in microchannels
1:39 PM–2:15 PM
Preview Abstract
Abstract
Author:
Thomas Mason
(Depts. of Physics and Chemistry, University of California-Los Angeles)
We study the behavior of viscous fluid threads formed by
hydrodynamic
focusing as they are swept along by the flow of a different outer
fluid in
hard microfluidic channels. By examining pairs of miscible
liquids for which
interfacial tension is essentially absent, such as silicone oils
having
different molecular weights, we reveal a rich variety of fluid
instabilities
that occur at low Reynolds numbers. When a single thread that
propagates
stably in the center of a straight channel encounters a
divergence in the
channel's width, the thread simply dilates if its viscosity is
similar to
that of the outer fluid. However, due to the extensional flow and
deceleration in the diverging channel, a thread that is
sufficiently viscous
becomes unstable and reduces energy dissipation by performing
sinuous
bending oscillations, or `folding', rather than dilating. By
tuning the flow
rates, we reveal a novel period-doubling route to chaotic
folding. The
folding and stretching of a thread in a diverging channel
provides a simple
means of mixing viscous liquids and creating controlled viscosity
gradients.
Moreover, using a sequence of two cross-channels, we make a pair
of viscous
threads that become unstable when swept along near the walls of a
straight
channel as a result of the viscous torque induced by the velocity
gradient.
The amplification of lateral undulations ultimately causes the
threads to
break up and form an array of viscous swirls, the miscible
counterparts of
droplets. This swirling instability provides a means for
producing discrete
and uniform ephemeral swirls, the miscible counterpart of
droplets. By
injecting three different miscible liquids into a dual cross-channel
geometry, we examine the complex patterns that form when several
fluid
instabilities interact and compete. Overall, we anticipate that
these
measurements will provide important insight into the behavior of
flowing
threads in which interfacial tension plays a more substantial role.
To cite this abstract, use the following reference: http://meetings.aps.org/link/BAPS.2008.MAR.B5.5