Fractal theory postulates that geological materials possess a noninteg
er, fractal dimension describing length-surface-volume relations and p
article-size distribution. We examined sand grains, composed largely o
f quartz, from several horizons of Wisconsin soils derived from glacia
l outwash for fractal dimension using image analysis of reflected ligh
t micrographs with NIH Image software. No evidence was found to suppor
t other than a Euclidean, i.e., regular dimension, relating the geomet
ric properties of: (i) measured particle perimeter as a function of ma
gnification or (ii) particle area and perimeter. In addition, particle
-size distributions were better fit by lognormal distribution than by
a fractal fragmentation dimension. Fractal theory would not appear to
provide a useful description for these soil materials.