| Newswise
— The behavior of air bubbles in ordinary breakfast
syrup demonstrates how scientists might be able to make
vanishingly thin tubes and fibers for biomedical and
other applications.
Previous experiments conducted
in Sidney Nagel's laboratory at the University of
Chicago showed how to make liquid threads that measure
only 10 microns in diameter (approximately one-fifth
the diameter of a human hair). Now his Chicago colleague
Wendy Zhang reports in the current issue of Physical
Review Letters that it is theoretically possible to
make much thinner threads by slightly altering experimental
procedures. If proven in the laboratory, the technique
has potential use in fiber optics, electronics and
other industries.
"There are many people
who are trying to use this idea, or ideas like this,
to make very thin wires," said Zhang, an Assistant
Professor in Physics at the University of Chicago.
"They're very interested to know what's the smallest
size that they can achieve."
The calculation that Zhang
devised to answer that question indicates there is
no theoretical limit to the thinness of a thread produced
via fluid flow. But the calculation doesn't account
for the microscopic building blocks of matter. In
reality, she said, a thread cannot be thinner than
the molecules of which it is made.
"In my opinion, this great
work will open wide new avenues for the controlled
production of extremely thin and long holes in materials
like polymers, glasses and ceramics," said Alfonso
Gañán-Calvo of the Universidad de Sevilla
in Spain. He added that the work could have "an
enormous impact in fields from biomedicine and biotechnology
to the hot nanotech industry."
This line of research began
for Zhang in the laboratory of Nagel, the Stein-Freiler
Distinguished Service Professor in Physics. Nagel
has made what he calls "physics at the breakfast
table" one of the hallmarks of his research.
When Nagel introduced Zhang to his experiments in
the flow of viscous fluids several years ago, "I
was completely enchanted," she said.
Despite the whimsical breakfast
theme, serious issues lurk behind Nagel's work. He,
along with Milan Mrksich, Professor in Chemistry,
and Mark Garfinkel, Assistant Professor in Surgery,
both at the University of Chicago, are working on
a precisely controlled method of fluid flow to protect
transplanted insulin-producing cells from the body's
immune system.
The team has successfully coated
small clumps of cells, but Zhang wondered if it would
be possible to coat individual cells, should the need
arise.
An ordinary bottle of syrup
demonstrates the principle of viscous entrainment,
the topic of Zhang's paper. If you turn a bottle upside-down,
a large air bubble slowly rises to the top. "With
a long enough bottle, the rising movement can distort
the bubble so severely that it takes on a tear-drop
shape, with a thin tendril of air being drawn out
from the rear," she explained.
The phenomenon illustrates
how the flow in syrup naturally creates small, extended
structures-in this case the trailing tendril of air,
Zhang said. To make this tendril smaller than the
10-micron limit that Nagel and his associates have
observed in the laboratory, they would need to constantly
adjust the pressure on the back of the tube to keep
the shape of the interface between the fluid and the
air at the front always the same.
"It's an odd way to do
the experiment. It's not something that a good experimentalist
would do just for the heck of it because it's inconvenient
and there's no obvious payback," Zhang said.
"But if the idea is right, there is a payback."
A method that already exists,
called electrospinning, can make microscopically thin
fibers. But Zhang noted that viscous entrainment has
advantages over electrospinning. For example, electrospinning
was recently adapted to create hollow fibers. This
requires the use of two liquids, one for the sheath
and one for the core, then remove the core. "There
is a possibility that viscous entrainment would work
directly with air so that you can do the entire processing
in one step," Zhang said.
Today her idea exists only
as a calculation in a scientific journal. It remains
to be seen whether it will work in practice. "You
don't know until someone's actually used it,"
she said.
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