Abstract

We investigate experimentally the behavior of the rate of growth of a column of grains, in a partially filled vertically shaken U-tube. For the set of frequencies used we identify three qualitatively different behaviors for the growth rate γγ as a function of the dimensionless acceleration ΓΓ: 1) an interval of zero growth for low ΓΓ with a smooth change to nonzero growth, analogous to a continuous phase transition; 2) a sigmoidal region for γγ at intermediate values of the dimensionless acceleration ΓΓ; and 3) an abrupt change from high values of γγ to zero growth at high values of ΓΓ, similar to a first order phase transition. We obtain that our data is well described by a simple differential equation for the change of the growth rate with the dimensionless acceleration of the vertical vibrations.

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