Abstract
NQR and zero-field SR in antiferromagnetic (AF) , for x up to 0.13 and in the temperature range 1.6–350 K, are used to study the effects related to the substitution of magnetic S=1/2 with homovalent diamagnetic S=0 in . We report measurements both of static magnetic properties, such as Néel temperatures , sublattice magnetization and field ‖h‖ at the La nucleus or at the site, as well as of NQR relaxation rates W. These quantities are used to study the effects of Zn doping on the low-energy spin excitations. It is found that decreases with x in a way close to the one expected by diluting quasi-two-dimensional Heisenberg magnets on square lattice, while the sublattice magnetization is slightly affected by Zn doping. Mean-field arguments based on the dilution model for the interplanar interactions allow one to conclude that the in-plane magnetic correlation length is little sensitive to the Zn presence. Up to x≃0.08 the temperature dependence of the AF field ‖h‖ is close to the one in pure , with a sharp decrease for T→ indicative of a continuous transition with a small critical exponent β.
For strong doping the low-temperature dependence of ‖h‖ appears to depart from the one in pure . For x≥0.05 both NQR spectra and μSR reveal the presence of regions where the long-range AF order is suppressed. For temperature above 100 K up to the relaxation rate W due to the spin fluctuations shows only slight corrections with respect to pure which are possibly related to the disorder in the AF interactions or to finite-size effects. A novel and remarkable effect of Zn doping is the appearance in W, for T≤100 K, of large and marked maxima, which are x dependent. This phenomenon is attributed to the cooperative freezing of local magnetic moments induced by Zn on Cu orbitals, interacting via the underlying AF matrix. The maxima in W occur when the fluctuation frequencies of the anomalous spins become of the order of the NQR frequency, thus driving the system to a spin-glass state superimposed to the AF matrix.
- Received 13 February 1995
DOI:https://doi.org/10.1103/PhysRevB.52.4226
©1995 American Physical Society