Expoentes críticos numéricos na rede quadrada para o modelo de Ising

Abstract

In this work, we present some important numerical results associated with the Ising model for a 2D square network, such as energy, magnetization, specific heat and magnetic susceptibility. We also study the Monte Carlo method and metropolis algorithm, which are indispensable concepts for the computational simulation of the two-dimensional Ising model. From the computational simulation, the main objective will be to show how we can obtain the critical exponents associated to this model