The critical p oint of t he two-la yer ۳-state Potts m odel over squa re lattice (cellular automata approach)

The Ising model is a crude attempt to simulate the structur e of a physical ferro magnetic substance. This model plays a very spe cial role i statistical mechanics and generates the simplest nontrivial example of a system undergoing phase transitions[۱]. Since the exact solution of Ising models exists on ly for one- and two-d imensional modelsand there is not such solution for others, the simulation methods maybe used to obtai n critical data and Cellular Automata(CA) is one of these simulation methods[۲].

کلیدواژه ها:

PottsModel ، Ising Model ، ce llular auto mat ، critical point