Calculations of different physical parameters by 2D simulations of the Ising model for different geometrical lattices

Author.This work presents a theoretical simulation of the dependencies of different physical parameters (internal energy, magnetization, specific heat, magnetic susceptibility and others) on the temperature for a two-dimensional Ising model and for different geometrical lattices (square, triangular, rhombohedral). These different geometrical lattices allow the determination of the dependency of the critical temperature on the coordination number (number of nearest neighbors). The linear behavior of the maximum values for the specific heat and for the magnetic susceptibility as a function of different geometrical lattice dimensions was obtained