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We study rod-like granular materials: collections of long, thin
particles, piles of which are more "solid" than ordinary sand piles.
A complex system is one that:
- consists of many interacting components
- generates interesting features --- patterns, structures, chaos --- from the interactions between components
- produces collective behaviors often impossible to predict from
just knowing the individual interactions
Studying granular materials means looking at
- the collective effects of thousands of individual grains
- strange phenomena like arches, voids, slugging, and jamming
arising from simple friction and contact forces
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- Random packing of rod-like particles
- granular flow through hoppers
- Column collapse of rod-like granular materials
- rheological properties of U-shaped particles
- 2D granular shear in annular-planar geometry
- Jamming of rods during filtration
- Jamming in 3D granular piles
- Connected networks in 2D rodpiles
- Static properties of 2D rodpiles
- Chaos in a bouncing dumbbell
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2D granular shear in an annular-planar geometry
Previously, an undergraduate and I investigated whether a local
disturbance would cause a 2-dimensional sandpile to settle. We put
disks between two concentric cylinders, forming an annular array
(pictured above) and sheared the top particles with a serrated ring
that could move up and down. The weight of the ring was transmitted
to the bottom particles; we expected that the lower particles would
move and gradually settle. Indeed, although the bottom particles
rarely moved more than a fraction of their diameter, the pile did
compact.
Future work in this area involves tracking the particles to see how
the defects move around. Defects can't simply disappear; they must
either move to the surface or annihilate with another defect. I'd
like to look for long range attractive forces between the defects,
even though the particles are completely non-attracting.
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Granular flow through hoppers

Hoppers are a natural system in which to study jamming, with many
practical applications. The statistics of jamming —
particularly how many particles exit the hopper before the flow stops
— are studied as both the particle length and size of the exit
aperture is varied. As the opening becomes larger the flow changes
from essentially two- to three-dimensional, with many interesting
changes in scaling.
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Jamming in 3D Piles
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What determines if 3D piles of rods form a solid plug? We found that
it depends not only on the particle aspect ratio, but also on the
container they're poured into. |
Connected Networks in 2D Granular
Materials

When we push through a pile of rods spread on a table, sometimes all
the rods jam into a single connected network, as shown above. Why?
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Chaotic Dynamics of a Bouncing Dumbbell

Simulations show that a purely elastic, dumbbell dropped on a table
bounces in a quasi-periodic manner, with resonances occurring as the
initial drop height is increased.
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Static properties of 2D piles of Prolate Granular
Materials

2D piles of rods show large empty spaces (voids). Nevertheless, the
majority of the pile area is caused by the cumulative effect of lots
of small voids.
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Funding:
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