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Research in Micro- and Nanofluidics
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Affiliated Faculty:
David Erickson,
Brian Kirby,
Mingming Wu
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Micro-and Nanofluidics describe fluidic regimes defined by the length scale
of the flow channels, the techniques for making the devices, and the dominant physics.
Microfluidics typically implies flow through channels between 100 nm-100 microns in microfabricated silicon,
glass, or polymer systems.
The physics of microfluidic systems are well-described by continuum theory, but
the changes in length scale make surface tension and electrokinetic effects important and inertial forces
unimportant. Because microfabricated devices can be made with a variety of complex geometries, a number of novel
fluidic phenomena can be explored.
Nanofluidic systems span the overlap from regions best described by continuum theory (10-100 nm) to regions best described by
individual molecular dynamics (1-10 nm). In these systems, molecular confinement must be accounted for, the
the no-slip condition at times does not hold fully, and fluid constitutive relations are strongly affected by the
existence of the boundary.
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A microfluidic injector for mixing and reacting approximately 500 picoliters of fluid at high pressures (70 atm)
before injecting the results into a miniaturized high-performance liquid chromatography (HPLC) system.
A chemically-etched glass substrate holds laser-polymerized fluoropolymer elements that open and close fluidic
channels just like transistors in microelectronic circuits open and close electrical connections.
(Courtesy
Brian Kirby) |
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Integration of optical devices with fluidic structures. Upper image shows schematic of
soft-lithography coupling with nanophotonics. Bottom image shows a
scanning electron microscope image of nanoscale precision fluidic
addressability in a photonic crystal.
(Courtesy David Erickson)
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Optofluidics
represents the marriage of optics with microfluidics. Such integration
represents a new approach for dynamic manipulation of optical properties
at scales both greater than and smaller than the wavelength of light.
Here, manipulation of elastomeric microstructures is used to fluidically
address and tune photonic
structures at the nanoscale.
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Micro- and nanofluidic systems are invariably affected by surface phenomena, thus surface chemistry strongly
affects these systems. Research often involves detailed surface measurements using macroscopic electrokinetic
effects, contact angle measurements, ellipsometry, profilometry, atomic force microscopy, and electron microscopy.
Surface modifications including self-assembled monolayers, covalent attachement of sol-gels and polymers, and
chemical etches are also common.
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Schematic of the electrical double layer formed between a solid wall and an electrolyte solution. Typically,
chemical reactions at the wall lead to a potential drop of 10-50 mV across this very thin (1-100 nm) double
layer. The electric field and ion distribution caused by these phenomena lead to a variety of electrokinetic
effects that are used to advantage in a number of engineered bioanalytical systems.
These phenomena are also prevalent
in a number of biological systems, including blood vessels, cartilage, and bone.
(Courtesy Brian Kirby)
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Fluorescently-tagged E. coli bacteria showing both locomotive and tumbling modes of motion. Depending on the
direction of their rotation, E. coli flagella either align themselves at the rear of the cell, causing linear motion,
or orient randomly, leading to a tumbling motion.
(Courtesy Mingming Wu)
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Transport of particles on the microscale involves a wealth of fascinating physics.
Cell transport incorporates these physical phenomena with active
processes such as chemo- and phototaxis.
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Many traditional techniques for fluidic transport do
not scale well for nanotechnology applications. For example, decreasing
the channel size by half in a pressure driven flow system requires that
the applied pressure be quadrupled to maintain a constant flow velocity.
More favorable scaling laws apply to electrokinetic systems, in which
an externally applied electric field
is used to generate flow. Electrokinetic systems are typically better candidates for
controlled fluidic transport on the nanoscale.
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Control of scalar mixing in electrokinetic systems. Upper image shows mixing of
scalars as two inputs at left flow and mix as they progress to right. Lower image
shows vast reduction in mixing time achieved via
numerically optimized variation of surface charge.
(Courtesy David Erickson)
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