New ways of looking at grain-size distributions may yield insights int
o sedimentary processes or environments. For example, during shearing
of a granular material, alignments of grains, or bridges, develop with
orientations such that compressive forces parallel to these alignment
s support most of the applied shear stress. If deformation is due to f
ailure of such bridges by fracture, rather than by, say, dilation, the
grain-size distribution will tend toward one that provides the maximu
m support for the grains. This size distribution is fractal and has a
fractal dimension of 2.6. We analyzed the grain-size distribution of t
hree deforming tills collected from beneath modern glaciers. The size
distributions are fractal, and the mean fractal dimension is similar t
o 2.9, suggesting an excess of fines. For comparison, grain-size distr
ibutions of samples from some other common sedimentary environments we
re also analyzed. Samples of dune sand and of glacial outwash were not
fractal, but a debris-flow sample was, and had a fractal dimension of
2.8.