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Revisiting the symmetry and optical phonons of altermagnetic $α$-MnTe

Ece Uykur, Marcos V. Gonçalves-Faria, Sahana Rößler, Victoria A. Ginga, Marcus Schmidt, Stephan Winnerl, Manfred Helm, Alexander A. Tsirlin

Abstract

Using infrared (IR) and Raman spectroscopies combined with high-resolution x-ray diffraction, we address several controversial aspects of altermagnetic $α$-MnTe. We show that mechanical stress applied to crystals of this material causes a drastic broadening of Bragg peaks that conceals signatures of additional phases present in the sample. Indeed, spatially resolved Raman spectroscopy reveals that the modes around 175 cm$^{-1}$ often reported in $α$-MnTe are not reproducible across different positions and samples and originate from the secondary phase of MnTe$_2$. By combining spectroscopic probes with ab initio calculations, we establish the IR-active optical phonon of $α$-MnTe around 155 cm$^{-1}$ ($E_{1u}$) and the Raman-active optical phonon around 100 cm$^{-1}$ ($E_{2g}$) at room temperature. Two intense Raman modes around 120 and 140 cm$^{-1}$ are shown to be intrinsic, even though they can not be assigned to $Γ$-point optical phonons. These modes couple to magnetic order in $α$-MnTe and also to the transient reflectivity resulting in coherent oscillations. Both 6-fold rotation symmetry and inversion symmetry are preserved in $α$-MnTe within our experimental resolution.

Revisiting the symmetry and optical phonons of altermagnetic $α$-MnTe

Abstract

Using infrared (IR) and Raman spectroscopies combined with high-resolution x-ray diffraction, we address several controversial aspects of altermagnetic -MnTe. We show that mechanical stress applied to crystals of this material causes a drastic broadening of Bragg peaks that conceals signatures of additional phases present in the sample. Indeed, spatially resolved Raman spectroscopy reveals that the modes around 175 cm often reported in -MnTe are not reproducible across different positions and samples and originate from the secondary phase of MnTe. By combining spectroscopic probes with ab initio calculations, we establish the IR-active optical phonon of -MnTe around 155 cm () and the Raman-active optical phonon around 100 cm () at room temperature. Two intense Raman modes around 120 and 140 cm are shown to be intrinsic, even though they can not be assigned to -point optical phonons. These modes couple to magnetic order in -MnTe and also to the transient reflectivity resulting in coherent oscillations. Both 6-fold rotation symmetry and inversion symmetry are preserved in -MnTe within our experimental resolution.
Paper Structure (8 sections, 1 equation, 7 figures, 2 tables)

This paper contains 8 sections, 1 equation, 7 figures, 2 tables.

Figures (7)

  • Figure 1: High-resolution XRD results for $\alpha$-MnTe. (a,b) Temperature dependence of the lattice parameters shows a magnetoelastic effect at $T_N$. (c) Temperature dependence of the atomic displacement parameters $U_{\rm iso}$, the lines are guides for the eye. (d) 101 Bragg peak measured on samples with different level of grinding, increasing from 1 to 4: non-ground polycristalline sample (1), sample gently ground for 30 sec (2), sample gently ground for 3 min (3), crushed and thoroughly ground single crystal (4). (e) Magnified view of the base of the same 101 Bragg peak reveals tiny impurity peaks of MnTe$_2$ and Te that are observable in a gently ground sample only. (f) 203 Bragg peak in sample 2 measured at 100 K and 330 K shows persistent hexagonal symmetry below $T_N$. (g) Rietveld refinement for the XRD data collected at 150 K (sample 2). Tick marks show the Bragg peak positions for $\alpha$-MnTe.
  • Figure 2: (a) Representative Raman spectra for two $\alpha$-MnTe crystals. The inset shows the crystal S1, where two different regions, POS1 and POS2, can be distinguished. S1-POS2 is where we observe the 175 and 180 cm$^{-1}$ modes in addition to the regular modes of $\alpha$-MnTe. (b) Background-subtracted spectra measured on S1-POS1 with two different laser powers. The 175 cm$^{-1}$ mode along with several higher-energy modes appear when higher laser power is used.
  • Figure 3: (a) Background-subtracted temperature-dependent Raman spectra measured at S1-POS2. Asterisks label the MnTe$_2$-related features that can be identified via their temperature dependence. (b) Polarization-dependent spectra show that the 175 cm$^{-1}$ mode disappears in cross-polarization, whereas the 180 cm$^{-1}$ mode weakens in the co-polarization configuration, thus confirming the assignment to the $A_g$ and $T_g$ modes of MnTe$_2$, respectively. (c,d) Temperature-dependent resonance frequencies of the MnTe$_2$-related modes. The magnon mode in (c) shows an order parameter-like behavior (solid line) with the critical temperature of $\sim$90 K, which is very close to the Néel temperature of 87 K in MnTe$_2$. Both $A_g$ and $T_g$ modes show weak anomalies around this temperature, while they do not exhibit any abrupt changes at 307 K, the critical temperature for $\alpha$-MnTe.
  • Figure 4: (a) Temperature-dependent Raman spectra measured on the sample S2. The inset shows temperature dependence of the electrical resistivity measured on both crystals. (b-e) Resonance frequencies and scattering rates of the modes R1--R4. All modes are affected by the magnetic ordering, and small anomalies are observed across. The additional mode at $\sim$190 cm$^{-1}$ appearing at low temperatures is tentatively assigned to 2E$_{2g}$.
  • Figure 5: Room-temperature transient reflectivity spectrum of $\alpha$-MnTe (sample S2). Short delay times reveal coherent phonon oscillations. The Fourier-transformed signal shown in the inset displays two frequencies that correspond to the R3 and R4 Raman modes, respectively.
  • ...and 2 more figures