Abstract
ErAl3 can form in either a trigonal (𝛼) or cubic (𝛽) polymorph and this paper investigates the physical properties of these polymorphs through characterizations of single crystals grown in an aluminum flux. We demonstrate that polymorph selection can be achieved based on the nominal composition of the crystal growth. Magnetic measurements confirm that both 𝛽−ErAl3 and 𝛼−ErAl3 order antiferromagnetically at low temperatures. 𝛽−ErAl3 undergoes antiferromagnetic ordering at a Néel temperature 𝑇𝑁=5.1K, and the transition is suppressed continually with applied field. 𝛼−ErAl3 displays more complex behavior, with successive magnetic transitions at 𝑇𝑁=5.7K and 𝑇2=4.6K for zero field, where heat capacity and dilatometry measurements evidence that these transitions are second and first order, respectively. Under magnetic field, strong anisotropy is revealed in 𝛼−ErAl3, with several steplike metamagnetic transitions observed below 𝑇2 for 𝐻∥c. These transitions produce sequential magnetization plateaus near one-half of the apparent saturation magnetization. The electrical resistivity of 𝛼−ErAl3 is strongly coupled to its magnetism. At 𝑇=2K, we observe a positive magnetoresistance reaching 60%, with distinct anomalies at the metamagnetic transitions. The results are summarized in 𝐻−𝑇 phase diagrams that demonstrate complex magnetic behavior for 𝛼−ErAl3, suggesting an important role of competing interactions in this metallic system that possesses characteristics of Ising physics.
