- Generate Sphere Packings in Arbitrary Euclidean Dimension. Instructions and source code are found here.
Please cite the following if you use this code:

M. Skoge, A. Donev, F. H. Stillinger and S. Torquato,*Packing Hyperspheres in High-Dimensional Euclidean Spaces*,**Physical Review E 74**, 041127 (2006). - Event driven MD Simulation of Nonspherical Particles with Applications to Ellipses and Ellipsoids. Instructions and executables can be found here .
Please cite following if you use this code:

A. Donev, S. Torquato, and F. H. Stillinger,*Neighbor List Collision-Driven Molecular Dynamics for Nonspherical Hard Particles: I. Algorithmic Details*,**Journal of Computational Physics**,**202**, 737 (2005).A. Donev, S. Torquato, and F. H. Stillinger,

*Neighbor List Collision-Driven Molecular Dynamics for Nonspherical Hard Particles: II. Applications to Ellipses and Ellipsoids*,**Journal of Computational Physics**,**202**, 765 (2005).The most up-to-date instructions and executables are maintained on Aleksander Donev's homepage.

- Torquato-Jiao Sequential Linear Programming method for generating jammed packings of spheres. Download here
Please cite following if you use this code:

S. Torquato, and Y. Jiao,*Robust Algorithm to Generate a Diverse Class of Dense Disordered and Ordered Sphere Packings Via Linear Programming***Physical Review E**,**82**, 061302 (2010).

- Unusual Classical Ground States of Matter, PACM Colloquium, February, 16, 2009.
- Sphere Packings in Low Dimensions, PCCM Summer School, August 11, 2008.
- Sphere Packings in High Dimensions, PCCM Summer School, August 11, 2008.

- An animation of the LS algorithm packing a system of 100 monodisperse disks (August 18th, 2014)

Download here (mp4) (mov)

The Lubachevsky-Stillinger molecular dynamics algorithm is used to produce a dense packing of monodisperse disks within a squarefundamental cell with periodic boundary conditions. The dimensionless growth rate is 0.01. The initial condition was generated via RSA at a packing fraction of 0.10

- An animation of the TJ algorithm packing a system of 100 monodisperse disks (August 18th, 2014)

Download here (mp4) (mov)

The Torquato-Jiao ("TJ") sphere packing protocol is used to produce a collectively-jammed packing of 100 monodisperse spheres inside a fixed square fundamental cell with periodic boundary conditions. The initial condition was generated via RSA at a packing fraction of 0.10

- Coordinates of strictly jammed MRJ packings of 2000 monodisperse spheres in three dimensions (1000 packings) as generated by the Torquato-Jiao algorithm described above (August 18th, 2014).
Please cite following paper if you use this data:

S. Atkinson, F. H. Stillinger, and S. Torquato,*Detailed Characterization of Rattlers in Exactly Isostatic, Strictly Jammed Sphere Packings*,**Physical Review E**,**88**, 062208 (2013).