Master thesis – Thomas Axmann
Thomas Axmann
Relation of athermal Jamming and Random Organization [PDF]
finished 2024-07
supervised by Michael Schmiedeberg
Abstract
The random close packing phenomenon has been studied as the densest
absorbing states in models from the universality class of conserved directed percolation.
So far, the dynamic implemented in such models always incorporated a random aspect.
We implement numerically a fully deterministic absorbing state model of soft spheres,
together with a modified, partly random version. We hypothesize that the
deterministic model can be viewed as a limiting case of the modification and that the
unified model resides in the conserved directed percolation universality class.
The random close packing phenomenon has been studied as the densest
absorbing states in models from the universality class of conserved directed percolation.
So far, the dynamic implemented in such models always incorporated a random aspect.
We implement numerically a fully deterministic absorbing state model of soft spheres,
together with a modified, partly random version. We hypothesize that the
deterministic model can be viewed as a limiting case of the modification and that the
unified model resides in the conserved directed percolation universality class.