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Proceedings of the National Academy of Sciences, Vol 92, 6712-6719, Copyright © 1995 by National Academy of Sciences
JM Carlson and GH Swindle
We present an overview of the statistical mechanics of self-organized
criticality. We focus on the successes and failures of hydrodynamic
description of transport, which consists of singular diffusion equations.
When this description applies, it can predict the scaling features
associated with these systems. We also identify a hard driving regime where
singular diffusion hydrodynamics fails due to fluctuations and give an
explicit criterion for when this failure occurs.
ARTICLE
Self-Organized Criticality: Sandpiles, Singularities, and Scaling
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