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From
•>>SEPTEMBER 2007
Martin Z. Bazant
answers a
few questions about this
September's fast moving front in the
field of Computer Science. The
author has also
sent along images of their work.
Field: Computer Science
Article: Induced-charge
electrokinetic phenomena: Theory and microfluidic applications
Authors:
Bazant,
MZ;Squires, TM
Journal: PHYS REV LETT, 92 (6): art. no.-066101, FEB 13 2004
Addresses: MIT, Dept Math, Cambridge, MA 02139 USA.
MIT, Dept Math, Cambridge, MA 02139 USA.
MIT, Inst Soldier Nanotechnol, Cambridge, MA 02139 USA.
CALTECH, Dept Appl & Computat Math, Pasadena, CA 91125 USA.
CALTECH, Dept Phys, Pasadena, CA 91125 USA. |
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Why do you think your paper is
highly cited?
Perhaps because it shows how to think about a broad class
of nonlinear electrokinetic phenomena in simple terms.
Subsequent papers have filled in many mathematical details,
but the Letter article emphasizes intuitive drawings
and scaling arguments. Another reason may be that it makes
theoretical predictions that have stimulated further
experimental and theoretical research.
Does it describe a new discovery, methodology, or synthesis of
knowledge?
To varying extents, all of the above. The paper unifies
different effects, such as nonlinear flow around metal
colloids and microfluidic pumping by electrode arrays, in a
common theoretical framework. It also predicts some new
effects, such as "induced-charge electrophoresis" of
asymmetric colloidal particles and "induced-charge
electro-osmotic flow" around metal micro-structures, which
have since been observed in experiments.
Would you summarize the significance of your paper in layman’s
terms?
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“For over a century, the
traditional assumption has been that the surface
charge remains fixed, even after the electric
field is applied. This describes “linear”
motion, proportional to the field strength
(since flow = charge x field), but recently a
number of nonlinear electrokinetic phenomena
have been discovered in different communities.” |
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Electrokinetics is the study of electrically driven fluid
flow or particle motion. Examples include DNA
electrophoresis, which separates molecular fragments by size
as they are driven through a gel, and capillary
electro-osmosis, where a fluid is driven through a long,
narrow tube. Such "electrokinetic phenomena" result from
electric fields acting on net ionic charge in solution,
which is mostly found in thin "double layers" around charged
surfaces and molecules.
For over a century, the traditional assumption has been
that the surface charge remains fixed, even after the
electric field is applied. This describes "linear" motion,
proportional to the field strength (since flow = charge x
field), but recently a number of nonlinear electrokinetic
phenomena have been discovered in different communities.
Our paper clarifies the common "induced-charge"
mechanism, where an electric field acts on its own induced
charge near a polarizable surface, and predicts how it can
lead to new kinds of particle motion and fluid flows. These
effects are attractive to exploit in microfluidics since
they involve no moving parts, enable flow control at the
micron scale, and require only low battery voltages.
How did you become involved in this research and were there any
particular problems encountered along the way?
I was inspired by Armand Ajdari’s paper, "Pumping liquids
using asymmetric electrode arrays" PHYS REV E, Vol.
61 [1]: pp 45-8, 2000. As the name implies, "AC
electro-osmosis" (ACEO) seems to require electrodes applying
AC voltages in a certain range of frequencies, but I felt
that the underlying phenomenon was much more general.
In late 2001, I came up with the fundamental example of
an uncharged metal particle in a suddenly applied constant
field, which leads to a persistent quadrupolar flow, and
started thinking about broken symmetries that might cause
net motion.
Although I had worked on electrochemical dynamics, I was
relatively new to fluid mechanics, so I found an able
collaborator in Todd Squires, then a Harvard Ph.D. student,
and now a professor at Santa Barbara. Todd first thought of
applications in microfluidics and made many contributions,
including coining the phrase "induced-charge
electro-osmosis" (ICEO).
While developing the theory, we waited to publish, since
we felt there must be some relevant prior work in such an
old field. I contacted leading experts in electrokinetics
and gave talks about our results for over a year, before we
submitted the Letter paper along with our first long
article to Journal of Fluid Mechanics.
Four reviews were mostly positive and supported the
novelty of the work, but a fifth referee for JFM
pointed us to some Russian papers by VA Murtsovkin, AS
Dukhin, and collaborators from the 1980s, which described my
original example of "ICEO" flow around a metal sphere, along
with experimental observations. In spite of being translated
into English, these important papers had never been cited
outside the Soviet Union, so we determined to draw attention
to them from the new perspective of microfluidics. I think
this historical aspect contributed to the impact of our
work.
Where do you see your research leading in the future?
In my research in induced-charge electrokinetics, I have
been focusing on three aspects: (i) designing ICEO-based
microfluidic pumps and mixers, (ii) collaborating with
experimentalists (mainly Todd Thorsen in Mechanical
Enginering at MIT) to test basic theoretical predictions in
the lab, and (iii) extending the theory of ICEO to "large
voltages," greatly exceeding the thermal voltage, kT/e = 25
mV. In my opinion, the latter represents a frontier of
theoretical physics with broad implications, not only for
electrokinetics, but also for electrochemical sensing (e.g.,
biosensors) and energy storage (e.g., super-capacitors and
thin-film batteries).
The standard model in all of these fields assumes a
dilute solution of weakly interacting point charges, but
this theory predicts its own demise under a large voltage,
since a large normal field (V/nm) inevitably leads to
crowding of the ions. I am working on putting steric effects
(finite ion sizes) and other crowding effects (increased
viscosity) into the theory, which seem to explain puzzling
experimental observations, such as the loss of ICEO flow at
high salt concentration and flow reversal of ACEO pumps at
high frequency. These are just the first steps, however, and
unraveling the physics of ICEO at large voltages will likely
require a combination of theoretical, computational, and
experimental methods.
Are there any social or political implications for your
research?
This is a hard question since the societal impact of
one’s work, if any, is rarely clear and usually indirect.
Nevertheless, I will hazard to foresee possible implications
of induced-charge electrokinetics, which should, of course,
be taken with a grain of salt.
Electrophoresis was studied for almost a century before
it transformed medicine and criminal law through DNA
fingerprinting. Induced-charge electrophoresis offers
sensitive new techniques for manipulating polarizable
particles with AC fields, which may also find unexpected
applications.
For example, it could be used to separate metallic
colloids based on size and shape for subsequent assembly in
photonic devices or novel electronic materials, leading to
faster communication or computation. It could also be
applied in biotechnology to manipulate (pull, twist, sort,
aggregate, etc.) single cells, DNA or proteins, via attached
metal particles, such as gold beads or nanobarcodes.
Perhaps greater implications will come from enabling
small, battery-operated, microfluidic devices. Current
strategies for microfluidic pumping mostly require either
bulky external plumbing (to actuate valves or force fluid
flow) or a high-voltage power source (for linear
electro-osmosis or electrophoresis), so that microfluidic
chips end up being controlled by table-top systems in the
lab.
My research with Todd Thorsen is supported by the Army
through the MIT Institute for Soldier Nanotechnologies to
develop an ICEO-based microfluidic platform for portable or
implantable devices. Specific goals include a portable
lab-on-a-chip to rapidly detect exposure to toxic agents and
a programmable drug-infusion skin patch. Clearly, this
research could also impact civilian point-of-care
diagnostics and personalized medicine.
Martin Z. Bazant
Associate Professor of Applied Mathematics
Department of Mathematics
Massachusetts Institute of Technology (MIT)
Cambridge, MA, USA
Website
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A Closer Look...
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Below
are images sent in by Martin Z. Bazant which correspond with the featured
paper, or current research. |
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The basic
mechanism of ICEO flow. (b) The electric-field E
(and current J) distribution around a metal
object after capacitive charging of the double
layers (+,-), which leads to the ICEO slip
profile, u. (c) The resulting quadrupolar ICEO
flow, which sucks fluid in along the field axis
and ejects it radially. |
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Experimental
observation of ICEO flow around an electroplated
gold post
(J. A. Levitan, PhD thesis, MIT 2005). |
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