As I get ideas for new projects I'm going to put them here; sometimes
with a description, sometimes with just a title, mostly to remind
myself what I'd like to do. If you find any of these interesting,
please come see me so we can get started!
Project List
- Shear-induced ordering in a 2-dimensional
sandpile
- Dynamic Heterogeneities in Colloidal
Glasses
Avalanches in rod-like granular materials
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Avalanches in ordinary sand are widely studied and fairly
well-understood. The avalanche begins when the slope reaches a
critical angle and stops at another, well-defined, angle. When the
particles are long and thin, however, the picture is no longer clear.
The pile above shows a complicated surface profile and large voids
throughout. Pictured is a snapshot during the collapse of a large
void results in motion that occupies a large portion of the pile.
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Dynamic Heterogeneities in Colloidal Glasses
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Not much is known about glass. If you look at a snapshot of the
molecules, they look just like that of a liquid. Nevertheless, the
viscosity is 1000 times greater. How is this possible? It's been
theorized that the answer lies in dynamic heterogeneities, the
idea that only certain regions of the sample (heterogeneities) are
mobile (dynamic). These have never been seen in a real experiment,
however, and we can't look directly at the that molecules in a glass
as they move around. A good model for a glass is a colloidal
suspension — small particles suspended in a fluid. If the
number of particles is large, they don't have space to rearrange (even
though they're jiggling around due to Brownian motion) and they act
very much like a molecular glass. I have some data of colloidal
suspensions that I'd like to analyze to see if dynamical
heterogeneties exist.
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