Nicolás de la Espriella Vélez, J. Madera Yancez, M.S. Páez Mesa
We used a Monte Carlo simulation to analize the magnetic behavior of Ising model of mixed spins S^(A)_(i) = ±3/2, ±1/2 and "sigma"^(B)_(j) = ±5/2, ±3/2, ±1/2, on a square lattice. Were studied the possible critical phenomena that may emerge in the region around the multiphase point (D/|J1| = -3, J2/|J1| = 1) and the dependence of the phase diagrams with the intensities of the anisotropy field of single ion (D/|J1|) and the ferromagnetic coupling of exchange spin S^(A)_(i) (J2/|J1|). The system displays first order phase transitions in a certain range of the parameters of the Hamiltonian, which depend on D/|J1| and |J2/|J1|. In the plane (D/|J1|, kBT /|J1|), the decrease of |D/|J1||, implies that the critical temperature, Tc, increases and the first order transition temperature, Tt, decreases. In the plane (J2/|J1|, kBT /|J1|), Tc increases with the increasing of J2/|J1|, while that Tt decreases.
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