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From Ferromagnet to Antiferromagnet: Dimensional Crossover in (111) SrRuO3 Ultrathin Films

Zhaoqing Ding, Xuejiao Chen, Lei Liao, Zhen Wang, Zeguo Lin, Yuelong Xiong, Junzhou Wang, Fang Yang, Jiade Li, Peng Gao, Lifen Wang, Xuedong Bai, Xiaoran Liu, Jiandong Guo

Abstract

SrRuO3 is a canonical itinerant ferromagnet, yet its properties in the extreme two-dimensional limit on a (111) crystal plane remain largely unexplored. Here, we demonstrate a complete transformation of its ground state driven by dimensional reduction. As the thickness of (111)-oriented SrRuO3 films is reduced to a few unit cells, the system transitions from a metallic ferromagnet to a semiconducting antiferromagnet. This emergent antiferromagnetism is evidenced by a vanishing magnetic remanence and most strikingly, by the appearance of an unconventional twelve-fold anisotropic magnetoresistance. First-principles calculations confirm that an A-type antiferromagnetic order is the stable ground state in the ultrathin limit. Our findings establish (111) dimensional engineering as a powerful route to manipulate correlated electron states and uncover novel functionalities for antiferromagnetic spintronics.

From Ferromagnet to Antiferromagnet: Dimensional Crossover in (111) SrRuO3 Ultrathin Films

Abstract

SrRuO3 is a canonical itinerant ferromagnet, yet its properties in the extreme two-dimensional limit on a (111) crystal plane remain largely unexplored. Here, we demonstrate a complete transformation of its ground state driven by dimensional reduction. As the thickness of (111)-oriented SrRuO3 films is reduced to a few unit cells, the system transitions from a metallic ferromagnet to a semiconducting antiferromagnet. This emergent antiferromagnetism is evidenced by a vanishing magnetic remanence and most strikingly, by the appearance of an unconventional twelve-fold anisotropic magnetoresistance. First-principles calculations confirm that an A-type antiferromagnetic order is the stable ground state in the ultrathin limit. Our findings establish (111) dimensional engineering as a powerful route to manipulate correlated electron states and uncover novel functionalities for antiferromagnetic spintronics.

Paper Structure

This paper contains 3 equations, 4 figures, 1 table.

Figures (4)

  • Figure 1: Growth and structural characterization of (111) SrRuO$_3$ ultrathin films. (a) Special crystallographic directions within the (111) plane denoted in angle positions, with 0$^{\circ}$ defined as the [$\bar{1}$10] direction. (b) In-situ RHEED patterns of SrTiO$_3$ substrate and 6 u.c. SrRuO$_3$ ultrathin films. The electron beam is incident along the [1$\bar{1}$0] direction. (c) AFM graph on the surface morphology of 6 u.c. SrRuO$_3$ on Ti4+-terminated SrTiO$_3$(111) substrate. The height of each step identified by line profile analysis is about 2.27 Å. (d) Cross-sectional TEM image of the 6 u.c. SrRuO$_3$ projected along the [11$\bar{2}$] crystallographic direction. The inset shows the corresponding diffractogram of the SrTiO$_3$ substrate.
  • Figure 2: Electrical and magnetic properties of (111) SrRuO$_3$ films. (a) Temperature-dependent resistivity curves of SrRuO$_3$ films (6 - 75 u.c.). Inset: First derivative $d\rho / dT$ with the kink temperatures marked by red triangles. (b) Temperature-dependent magnetization curves of both 6 and 75 u.c. SrRuO$_3$ after field cooling (FC) under 2000 Oe magnetic field for both IP and OOP orientations. (c) Isothermal magnetization hysteresis loops at 4 K for IP and OOP field orientations.
  • Figure 3: In-plane AMR of both 75 and 6 u.c. SrRuO$_3$ with Fourier analysis and Stoner-Wohlfarth modelling. (a) AMR data of the 75 u.c. SrRuO$_3$ at 4 K and 5 T magnetic field. The peak positions are indicated in red. (b) AMR data of the 6 u.c. SrRuO$_3$ at 4 K and 5 T magnetic field. The peak positions are indicated in red. (c) Amplitude of each harmonics $C_{2n}$ normalized to $C_2$ extracted from Fourier analysis. (d) Amplitude of each harmonics $C_{2n}$ normalized to $C_2$ extracted from Fourier analysis. The enhanced magnitude of the twelve-fold $C_{12}$ is highlighted in orange. (e) Stoner Wohlfarth modeling on buckled honeycomb lattice for collinear $\mathbf{H}\parallel\mathbf{M}$ configuration. (f) Stoner Wohlfarth modeling on buckled honeycomb lattice for nonparallel $\mathbf{H}$--$\mathbf{M}$ configuration with a small misalignment angle $\Delta\theta\neq 0$.
  • Figure 4: The structural and electronic properties of SrTiO$_3$-SrRuO$_3$ (111) directional superlattice based on GGA+U method. (a) The (111) directional superlattice of STO-SRO with layer ratio equal to 5:1. (b) The calculated energies of AFM-A type and FM magnetic configuration along with U value from 3 to 4 eV. The turning point for AFM-A as the ground state appears around 3.7 eV. The band structures of (c) AFM-A type with spin along the IP and (d) FM with spin along c axis. With the varied magnetic state, the conductivity changes from the metallic state of FM to the insulating result of AFM. The corresponding projected density of states for (e) AFM-A type and (f) FM configuration.