The minimization of mechanical work in vibrated granular matter

Experiments and computer simulations are carried out to investigate phase separation in a granular gas under vibration. The densities of the dilute and the dense phase are found to follow a lever rule and obey an equation of state. Here we show that the Maxwell equal-areas construction predicts the...

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Main Authors: Clewett, James P.D., Wade, Jack, Bowley, R.M., Herminghaus, Stephan, Swift, Michael R., Mazza, Marco G.
Format: Article
Published: Nature Publishing Group 2016
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Online Access:https://eprints.nottingham.ac.uk/39469/
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author Clewett, James P.D.
Wade, Jack
Bowley, R.M.
Herminghaus, Stephan
Swift, Michael R.
Mazza, Marco G.
author_facet Clewett, James P.D.
Wade, Jack
Bowley, R.M.
Herminghaus, Stephan
Swift, Michael R.
Mazza, Marco G.
author_sort Clewett, James P.D.
building Nottingham Research Data Repository
collection Online Access
description Experiments and computer simulations are carried out to investigate phase separation in a granular gas under vibration. The densities of the dilute and the dense phase are found to follow a lever rule and obey an equation of state. Here we show that the Maxwell equal-areas construction predicts the coexisting pressure and binodal densities remarkably well, even though the system is far from thermal equilibrium. This construction can be linked to the minimization of mechanical work associated with density fluctuations without invoking any concept related to equilibrium-like free energies.
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spelling nottingham-394692020-05-04T18:03:44Z https://eprints.nottingham.ac.uk/39469/ The minimization of mechanical work in vibrated granular matter Clewett, James P.D. Wade, Jack Bowley, R.M. Herminghaus, Stephan Swift, Michael R. Mazza, Marco G. Experiments and computer simulations are carried out to investigate phase separation in a granular gas under vibration. The densities of the dilute and the dense phase are found to follow a lever rule and obey an equation of state. Here we show that the Maxwell equal-areas construction predicts the coexisting pressure and binodal densities remarkably well, even though the system is far from thermal equilibrium. This construction can be linked to the minimization of mechanical work associated with density fluctuations without invoking any concept related to equilibrium-like free energies. Nature Publishing Group 2016-07-04 Article PeerReviewed Clewett, James P.D., Wade, Jack, Bowley, R.M., Herminghaus, Stephan, Swift, Michael R. and Mazza, Marco G. (2016) The minimization of mechanical work in vibrated granular matter. Scientific Reports, 6 . 28726/1-28726/8. ISSN 2045-2322 Phase transitions Critical phenomena Statistical physics http://www.nature.com/articles/srep28726 doi:10.1038/srep28726 doi:10.1038/srep28726
spellingShingle Phase transitions
Critical phenomena
Statistical physics
Clewett, James P.D.
Wade, Jack
Bowley, R.M.
Herminghaus, Stephan
Swift, Michael R.
Mazza, Marco G.
The minimization of mechanical work in vibrated granular matter
title The minimization of mechanical work in vibrated granular matter
title_full The minimization of mechanical work in vibrated granular matter
title_fullStr The minimization of mechanical work in vibrated granular matter
title_full_unstemmed The minimization of mechanical work in vibrated granular matter
title_short The minimization of mechanical work in vibrated granular matter
title_sort minimization of mechanical work in vibrated granular matter
topic Phase transitions
Critical phenomena
Statistical physics
url https://eprints.nottingham.ac.uk/39469/
https://eprints.nottingham.ac.uk/39469/
https://eprints.nottingham.ac.uk/39469/