2023
DOI: 10.1088/1361-648x/acdbfa
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Spin-liquid state with precursor ferromagnetic clusters interacting antiferromagnetically in frustrated glassy tetragonal spinel Zn0.8Cu0.2FeMnO4

Abstract: Spinels (AB2O4) with magnetic ions occupying only the octahedral B sites have inherent magnetic frustration which inhibits long-range magnetic order (LRO) but may lead to exotic states. Here we report on the magnetic properties of the tetragonal spinel Zn0.8Cu0.2FeMnO4, the tetragonality resulting from Jahn-Teller active Mn3+ ions. Analysis of the temperature dependence of magnetization (M), heat capacity Cp, and neutron diffraction measurements show complex temperature-dependent short-range ordering (SRO) but… Show more

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Cited by 2 publications
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“…It is to be noted that out of the two peaks in d(χ ′ T)/dT vs. T (figure 10) the higher temperature peak across 73.8 K in figure 10 demonstrates semi-spin-glass nature of GMCO similar to other isostructural compounds [41,[51][52][53][54]. However, the cusp in χ ZFC -T and the peak maximum in d(χ ZFC T)/dT has common origin associated with the domain wall mobility, since the domain-wall motion usually do not exhibit frequency dispersion [41,55].…”
Section: Dynamical Ac-magnetic Susceptibility: Frequency and Field De...mentioning
confidence: 87%
“…It is to be noted that out of the two peaks in d(χ ′ T)/dT vs. T (figure 10) the higher temperature peak across 73.8 K in figure 10 demonstrates semi-spin-glass nature of GMCO similar to other isostructural compounds [41,[51][52][53][54]. However, the cusp in χ ZFC -T and the peak maximum in d(χ ZFC T)/dT has common origin associated with the domain wall mobility, since the domain-wall motion usually do not exhibit frequency dispersion [41,55].…”
Section: Dynamical Ac-magnetic Susceptibility: Frequency and Field De...mentioning
confidence: 87%
“…Exotic quantum ground states and low-energy excitations frequently appear in frustrated magnets, where lattice geometry [1], disorder [2], or competing interactions [3] make the magnetic structure interesting. Usually, geometric frustration gives rise to highly degenerate ground state manifolds with unusual spin correlations; such degeneracy can be lifted even with the help of small perturbations, eventually leading to rich phase diagrams [4][5][6][7][8]. In this context, two-dimensional Kagomé lattice systems exhibiting a high degree of frustration have attracted a great deal of interest because of the complex exchange interactions, which also result in field-induced transitions and tremendous application [7][8][9].…”
Section: Introductionmentioning
confidence: 99%