Scaling regimes and fluctuations of observables in computer glasses approaching the unjamming transition

This dataset can be used to reproduce the figures in the corresponding manuscript, in preparation for publication in the Journal of Chemical Physics. As described in the manuscript, the (mostly statistical) quantities presented here were computed from ensembles of simulated disordered solids (harmonic sphere packings, diluted spring networks, and packing derived networks). The individual simulations involve the minimization of the system's energy which is computed from positional degrees of freedom (of particles in a packing or nodes in a network). Macroscopic quantities (such as shear modulus or contact number/excess connectivity) are then computed for each sample. The displacement response feilds are computed by solving a linear matrix equation involving the Hessian of 2D packings of harmonic spheres. See the manuscript for more details., This data was collected from large ensembles of individual C and Python simulations of disordered solids. The statistical quantites reported here were computed in Python (using mathematics and scientific computing packages (numpy, scipy, pandas)) from the ensembles of simulations, and exported to CSVs for ease of access., , ## Dataset: Scaling regimes and fluctuations of observables in computer glasses

## approaching the unjamming transition

## J. A. Giannini, E. Lerner, F. Zamponi, M. L. Manning

This dataset can be used to reproduce the figures in the corresponding
manuscript, in preparation for publication in the Journal of Chemical
Physics. As described in the manuscript, the (mostly statistical) quantities
presented here were computed from ensembles of simulated disordered solids
(harmonic sphere packings, diluted spring networks, and packing derived
networks). The individual simulations involve the minimization of the system's
energy which is computed from positional degrees of freedom (of particles in a
packing or nodes in a network). Macroscopic quantities (such as shear modulus
or contact number/excess connectivity) are then computed for each sample. The
displacement response feilds are computed by solving a linear matrix equation
involving the Hessian of 2D packings of harmonic spheres. See the...