Hyperfine Fields at Solutes in Ferromagnets: Cadmium and Ruthenium in Nickel

Abstract
Perturbed-angular-correlation studies of temperature-dependent hyperfine fields at Cd111 and Ru99 solutes in nickel above and below the Curie point are presented. Trends among observed hyperfine fields at solutes in Fe, Co, and Ni are discussed within the framework of a formal spin Hamiltonian. Origins of the hyperfine fields on 4f and 5p group solutes are discussed. Conduction-electron and core-polarization contributions to Hhf in transition-series solutes are analyzed, and localized moments are derived for the solutes Mn, Fe, Co, Ni, Ru, Rh, Pd, Os, Ir, and Pt, and are compared with neutron-scattering results. The observed lack of agreement may be associated with the fact that neutron scattering and hyperfine fields measure different quantities. It is suggested that a molecular-field model that accounts for conduction electrons as well as core polarization might also be applicable above TC. This model fits Hhf(T) in Mn55Fe for all spins between ½ and 52, suggesting that j cannot be determined from Hhf(T) alone. This analysis yields a local moment of (1.5±0.5)μB for Mn55 in iron, just in agreement with the results of Jaccarino et al., but higher than allowed by neutron data. Angular-correlation apparatus capable of 0.1% accuracy is described. A localized moment of 0.5μB is determined from Hhf for Ru99 in Ni. For T>TC, paramagnetic Knight shifts up to -80% are observed. A model due to Lovesey also fits the data below TC for j=12. For Cd111Ni, no local moment is indicated below TC, and comparison with a model due to Lovesey and Marshall suggests that Cd atoms have the same temperature-dependent magnetization as nearest-neighbor nickel atoms. Above TC, paramagnetic Knight shifts up to -60% are in excellent agreement with predictions of the conduction-electron polarization model.

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