Papers Published
Abstract:
We study the uniformly weighted ensemble of
force balanced configurations on a triangular
isotropic compressive stress, we find that
the probability distribution for
single-contract forces decays faster than
exponentially. This super-exponential decay
persists in lattice diluted to the rigidity
percolation threshold. On the other hand,
for anisotropic imposed stresses, a broader
tail emerges in the force ditstirubiton,
becoming a pure exponential in the limit of
infinite lattice size and infinitely strong
anisotropy.