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   <subfield code="a">The rheology of powders</subfield>
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   <subfield code="a">This paper studies the slow flow of powders. It is argued that since powders can flow like liquids, there must be equations similar to those of liquids. The phenomenon of a variable density, dilatancy, is described by an analogue of temperature called the compactivity X. Whereas, in thermal physicsT = ∂E/∂S, powders are controlled byX = ∂V/∂S. The equations forϱ, v, T of a liquid are replaced byϱ, v, X. An analogy for free energy is described, and the solution to some simple problems of packing and mixing are offered. As an example of rheology, it is shown that the simplest flow equations produce a transition to plug flow in appropriate circumstances.</subfield>
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