2013
DOI: 10.1103/physrevb.87.104401
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Phase gap in pseudoternaryR1yRyMn2et al.

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Cited by 16 publications
(17 citation statements)
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“…It is clear that the lattice parameter a remains essentially invariant in the ferromagnetic (Fmc) state (at T ¼ 40 K and between 225 and 320 K) while in the antiferromagnetic (AFmc) state (at T ¼ 100 K), a increases with applied field approaching saturation at $2 T. This field induced magnetostriction shows similar trends to the magnetization curve measured at the same temperature [see inset to Fig. 5(c)], providing direct evidence that the unit cell is larger in a ferromagnetic state than in an antiferromagnetic state [18][19][20][21] Application of a magnetic field in the AFmc state region therefore induces both a magnetic phase transition from AFmc to Fmc and simultaneously increases the lattice parameter a [ Fig. 5(c)].…”
Section: -2supporting
confidence: 57%
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“…It is clear that the lattice parameter a remains essentially invariant in the ferromagnetic (Fmc) state (at T ¼ 40 K and between 225 and 320 K) while in the antiferromagnetic (AFmc) state (at T ¼ 100 K), a increases with applied field approaching saturation at $2 T. This field induced magnetostriction shows similar trends to the magnetization curve measured at the same temperature [see inset to Fig. 5(c)], providing direct evidence that the unit cell is larger in a ferromagnetic state than in an antiferromagnetic state [18][19][20][21] Application of a magnetic field in the AFmc state region therefore induces both a magnetic phase transition from AFmc to Fmc and simultaneously increases the lattice parameter a [ Fig. 5(c)].…”
Section: -2supporting
confidence: 57%
“…This demonstrates that while geometric criteria are significant in determining the magnetic structures of RMn 2 Ge 2 and related systems, electronic interactions from the different elements present also play a vital role [19]. revealing the presence of a strong magneto-volume effect (spontaneous magnetostriction) associated with the transitions between Fmc and AFmc states, as also observed in related systems [6,18,20,21]. Due to reorientation of crystallites under magnetic field, only the a lattice parameter could be derived accurately from the neutron diffraction patterns collected in an applied magnetic field (B) of 4 T. Figure 5(a) shows that, compared with the data for B ¼ 0 T, the lattice parameter a for B ¼ 4 T does not exhibit obvious dependence on the magnetic state.…”
Section: -2mentioning
confidence: 69%
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“…The increase in T N inter values is due to enhancement of the Mn-Mn exchange interaction as a result of the slight reduction of Mn-Mn distance. This behaviour is similar to the PrMn 2 Ge 2−x Si x system36 in which the paramagnetic to antiferromagnetic transition temperatures are found to increase slightly while the antiferromagnetic to ferromagnetic transition temperatures decrease on replacing Ge with Si.…”
Section: Resultssupporting
confidence: 77%
“…The shaded region in Figure 13 indicates the region of coexistence of the Fmc and AFmc phases; we have also made a theoretical extension for the phase boundary of co-existence range based on the phase fraction for PrMn 2 Ge 2-x Si x with x=1.0 and 1.2 [23]. Given that the magnetic states depend sensitively on the Mn-Mn distances in this system, the co-existence of magnetic states is considered to be related to the non-random variation of site concentrations of Si and Ge, leading in turn to differences on the local environments throughout the sample [23]. antiferromagnetic state than in a ferromagnetic state, the deviation from the linear behaviour in the composition dependence of lattice constants at room temperature ( Fig.…”
Section: Discussionmentioning
confidence: 99%