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Polaron-mediated anisotropic exchange in 2D magnets

Johanna P. Carbone, Jakob Baumsteiger, Cesare Franchini

Abstract

Two-dimensional (2D) magnets offer a rich platform for exploring emergent spin phenomena due to their unique and diverse magnetic properties. Beyond intrinsic magnetism, external manipulation$\unicode{x2013}$such as defect engineering, molecular adsorption, or charge doping$\unicode{x2013}$offers powerful routes to control their magnetic behavior. In this work, we demonstrate that localized electron polarons provide an effective means to modulate magnetism in 2D magnets. Using first-principles calculations, we investigate polaron formation in monolayer MnPS$_3$ and compute the resulting changes in magnetic exchange interactions. Our results reveal that polarons can locally break magnetic symmetry and induce anisotropic exchange couplings, highlighting a novel mechanism for tuning magnetic textures. This insight opens promising pathways for designing atomic-scale control of magnetism, with potential impact on spintronic technologies.

Polaron-mediated anisotropic exchange in 2D magnets

Abstract

Two-dimensional (2D) magnets offer a rich platform for exploring emergent spin phenomena due to their unique and diverse magnetic properties. Beyond intrinsic magnetism, external manipulationsuch as defect engineering, molecular adsorption, or charge dopingoffers powerful routes to control their magnetic behavior. In this work, we demonstrate that localized electron polarons provide an effective means to modulate magnetism in 2D magnets. Using first-principles calculations, we investigate polaron formation in monolayer MnPS and compute the resulting changes in magnetic exchange interactions. Our results reveal that polarons can locally break magnetic symmetry and induce anisotropic exchange couplings, highlighting a novel mechanism for tuning magnetic textures. This insight opens promising pathways for designing atomic-scale control of magnetism, with potential impact on spintronic technologies.
Paper Structure (11 sections, 2 equations, 5 figures, 4 tables)

This paper contains 11 sections, 2 equations, 5 figures, 4 tables.

Figures (5)

  • Figure 1: Convergence of the $J_{1,2}^{yy}$ component of the polaronic system with the penalty parameter $\lambda$.
  • Figure 2: (a) Spin-polarized projected DOS of MnPS$_3$ monolayer, showing Mn $d$ states (orange), P $p$ states (purple), and S $p$ states (pink). The upper panel (DOS $>$ 0) represents the spin-up channel, while the lower panel (DOS $<$ 0) corresponds to the spin-down channel. (b) Spin-polarized band structure of the bare, undoped $3\times3\times1$ MnPS$_3$ monolayer and of the polaronic solution. The spin-up and spin-down channels are shown in red and blue, respectively. Note that the two band structures span different energy ranges.
  • Figure 3: Crystal lattice of $3\times3\times1$MnPS3 monolayer with a polaron, visualized as the torquoise charge-density cloud corresponding to the in-gap peak in Figure \ref{['Figure1']}. The displacement of Mn atoms induced by the polaron is indicated by blue arrows in the close-up figure. The Mn atoms that were used for the calculation of the nearest-neighbor exchange matrices $J_{ij}$ are labelled. Visualization done using vestamomma2011vesta.
  • Figure 4: Polarons in MnPS$_3$ monolayer at different concentrations. (a) one polaron in a $\sqrt{3}\times\sqrt{3}$ supercell, corresponding to an $11.1\%$ concentration; (b) two polarons in the same $\sqrt{3}\times\sqrt{3}$ supercell, yielding a $22.2\%$ concentration; (c) three polarons in the $\sqrt{3}\times\sqrt{3}$ supercell, corresponding to $33.3\%$, and (d) one polaron in a smaller $2\times2$ supercell, corresponding to a $25\%$ concentration.
  • Figure A1: Spin-polarized DOS of the doped $3\times3\times1$ MnPS$_3$ monolayer in the delocalized charge configuration. The upper panel displays the majority spin channel (red), while the lower panel corresponds to the minority spin channel (blue).