On the basis of the lattice model of MORA and PLACE, Discrete Element Metho
d, and Molecular Dynamics approach, another kind of numerical model is deve
loped. The model consists of a 2-D set of particles linked by three kinds o
f interactions and arranged into triangular lattice. After the fracture cri
terion and rules of changes between linking states are given, the particle
positions, velocities and accelerations at every time step are calculated u
sing a finite-difference scheme, and the configuration of particles can be
gained step by step. Using this model, realistic fracture simulations of br
ittle solid (especially under pressure) and simulation of earthquake dynami
cs are made.