Skip to Content.
Sympa Menu

fizinfo - [Fizinfo] Szemináriumok - Seminars: Lévay Sára

fizinfo AT lists.kfki.hu

Subject: ELFT HÍRADÓ

List archive

[Fizinfo] Szemináriumok - Seminars: Lévay Sára


Chronological Thread 
  • From: Szeminárium koordinátor <sem-admin AT szfki.hu>
  • To: SZFI Szeminárium <seminar AT szfki.hu>,Fizinfo <fizinfo AT lists.kfki.hu>
  • Cc: Fizinfo <fizinfo AT lists.kfki.hu>
  • Subject: [Fizinfo] Szemináriumok - Seminars: Lévay Sára
  • Date: Thu, 18 Nov 2021 06:00:02 +0100 (CET)
  • Authentication-results: smtp2.kfki.hu (amavisd-new); dkim=pass (1024-bit key) reason="pass (just generated, assumed good)" header.d=szfki.hu

SZFI SeminarLévay SáraWigner RCP SZFIInteracting jammed granular systems at
the transition between two and three dimensionsTuesday, 23 November 2021,
10:00, Bldg 1., auditorium,
https://wigner-hu.zoom.us/j/92885697708?pwd=ZEVqQVhUOXVyV2dNNHZTL1pUMFdnUT09
Meeting ID: 928 8569 7708 Passcode: 376864Optimal packings of uniform
spheres are solved in two and three dimensions. The main difference between
them is that the two-dimensional ground state can be easily achieved by
simple dynamical processes, while in three dimensions this is impossible due
to the fact that the locally optimal tetrahedral configuration is not
space-filling. The question arises: What can one expect in a system which is
at the transition between two and three dimensions? My talk aims to answer
this question by presenting experimental and numerical results of a narrow
system filled with monodisperse spherical particles, subjected to shaking. I
will show that this system behaves neither as a two-dimensional nor as a
three-dimensional system: The globally optimal configuration is optimal in
the local sense as well, but due to orientational frustration it is difficult
to reach. Furthermore, this system is a good candidate to study the
applicability of Edwards theory. More than 30 years ago Edwards proposed an
ensemble of equiprobable jammed states using equilibrium statistical physics
to describe granular packings. By applying the Edwards ensemble to our narrow
system we could give the analytical formulation of the partition function. I
will show that the observables can be calculated exactly and the calculation
matches reasonably well with simulations. This allows us to test Edwards
theory on a coupled system of two subsystems with different properties. This
will be the focus of the second part of my talk.&nbsp;Minden érdeklődőt
szívesen látunk! - Everyone is welcome to attend.Róbert
Juhászsem-admin AT szfki.hu

  • [Fizinfo] Szemináriumok - Seminars: Lévay Sára, Szeminárium koordinátor, 11/18/2021

Archive powered by MHonArc 2.6.19+.

Top of Page