ABSTRACT The critical exponents of the HoNi2 intermetallic alloy have been precisely obtained from the modified Arrott plots and the Kouvel-Fisher method, with values: β = 0.215, γ = 0.748, and δ = 4.489. With these values of the critical exponents, the isothermal magnetization M (μ0H) curves collapse below and above the Curie temperature (T C = 14 K) into two universal branches, fulfilling the single scaling equation m = f ± ( h ) , where m and h are the normalized magnetization and normalized magnetic field, respectively. The reliability of the critical exponents was confirmed by the Widom scaling hypothesis δ = 1 + γ / β , indicating that they are unambiguous and intrinsic to HoNi2 compound. This set of critical exponents lies between the theoretical values predicted by 3D and 2D models, suggesting a dimensional crossover between them. The primary reason for the nature of the determined critical behavior is linked to the tetrahedral local environment of Ni atoms within the unit cell.
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