Uniaxial strain transforms 2D altermagnets into fully compensated ferrimagnets with reversible full spin polarization via induced sublattice inequivalence.
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5 Pith papers cite this work. Polarity classification is still indexing.
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representative citing papers
The authors unify spin space group and magnetic space group frameworks through oriented SSGs to classify magnetic orders by net magnetization constraints and identify spin-orbit magnetism as a phase where magnetization is induced by spin-orbit coupling.
Ferroelectric reversal inverts magnon Berry curvature and anomalous thermal Hall conductivity in 2D multiferroics by inducing tunable sublattice asymmetry.
Buckled honeycomb AF Mott insulators can be driven by electric field into an AFCI phase whose quantized Hall conductance persists up to room temperature when spin-orbit coupling and hopping are sufficiently strong.
A universal analytic formula for the TMR ratio in X-wave magnet junctions is derived, proportional to |J|/(N_X Γ) for small Γ, in contrast to the J²/Γ² dependence for ferromagnets.
citing papers explorer
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Reversible fully spin polarization in strain-engineered two-dimensional fully compensated magnets
Uniaxial strain transforms 2D altermagnets into fully compensated ferrimagnets with reversible full spin polarization via induced sublattice inequivalence.
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Symmetry Classification of Magnetic Orders using Oriented Spin Space Groups
The authors unify spin space group and magnetic space group frameworks through oriented SSGs to classify magnetic orders by net magnetization constraints and identify spin-orbit magnetism as a phase where magnetization is induced by spin-orbit coupling.
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Symmetry-dictated switching of antiferromagnetic magnon transport in 2D multiferroics
Ferroelectric reversal inverts magnon Berry curvature and anomalous thermal Hall conductivity in 2D multiferroics by inducing tunable sublattice asymmetry.
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High-Temperature Quantum Anomalous Hall Effect in Buckled Honeycomb Antiferromagnets
Buckled honeycomb AF Mott insulators can be driven by electric field into an AFCI phase whose quantized Hall conductance persists up to room temperature when spin-orbit coupling and hopping are sufficiently strong.
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Tunneling magnetoresistance in a junction made of $X$-wave magnets with $X=p,d,f,g,i$
A universal analytic formula for the TMR ratio in X-wave magnet junctions is derived, proportional to |J|/(N_X Γ) for small Γ, in contrast to the J²/Γ² dependence for ferromagnets.