A nonlinear orbital Hall effect odd in the Néel vector unifies electrical readout of antiferromagnetic switching with orbital torque writing to ferromagnets via spin-orbit coupling.
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TbB4 hosts component-resolved mixed-parity spin textures in a 3D compensated magnet, with p/f-wave odd parity in-plane and d-wave even parity out-of-plane, driven by staggered Berry phase from scalar spin chirality.
The quantum-metric-induced intrinsic longitudinal response vanishes identically because intrinsic currents are dissipationless, independent of band details and to all orders in nonlinearity.
C3-symmetric MOFs map via analytical downfolding to star- and honeycomb-lattice models whose gapped Dirac cones produce Berry-curvature hot spots that enable tunable nonlinear Hall transport through synthetic pathways.
Planar magnetotransport yields distinct quantum-geometric fingerprints of d-, g-, and i-wave altermagnetic order via magnetic-field-induced Berry curvature and quantum metric susceptibilities.
In a V-shaped 1D chain the nonmagnetic magnetoelectric response peaks near apex angle 0.6π because geometry induces an effective spin-orbit term whose angular factor sinθ sin(θ/2) matches Kubo-formula numerics.
Nonlinear anomalous Hall response computed from the Berry curvature dipole in strained moiré dice lattices reverses sign across topological phase boundaries, providing a probe for valley-specific topology far from charge neutrality.
Substrate-induced periodic dipolar scattering in 2D electron gases produces singular enhancement of nonlinear conductivity to a natural scale of 1 μm/ΩV due to strict 2D kinematic constraints.
Nonlinear thermal and thermoelectric responses are shown to encode quantum geometry and satisfy relations parallel to the Wiedemann-Franz and Mott laws in systems with broken symmetries.
citing papers explorer
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Nonlinear Magnetic Orbital Hall Effect Induced by Spin-Orbit Coupling
A nonlinear orbital Hall effect odd in the Néel vector unifies electrical readout of antiferromagnetic switching with orbital torque writing to ferromagnets via spin-orbit coupling.
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Unconventional Mixed-Parity Magnetism in Rare-Earth Tetraborides
TbB4 hosts component-resolved mixed-parity spin textures in a 3D compensated magnet, with p/f-wave odd parity in-plane and d-wave even parity out-of-plane, driven by staggered Berry phase from scalar spin chirality.
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Absence of Quantum-Metric-Induced Intrinsic Longitudinal Response
The quantum-metric-induced intrinsic longitudinal response vanishes identically because intrinsic currents are dissipationless, independent of band details and to all orders in nonlinearity.
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Nonlinear Hall Effect in Metal-Organic Frameworks
C3-symmetric MOFs map via analytical downfolding to star- and honeycomb-lattice models whose gapped Dirac cones produce Berry-curvature hot spots that enable tunable nonlinear Hall transport through synthetic pathways.
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Quantum-Geometric Fingerprints of Altermagnetic Order in Planar Magnetotransport
Planar magnetotransport yields distinct quantum-geometric fingerprints of d-, g-, and i-wave altermagnetic order via magnetic-field-induced Berry curvature and quantum metric susceptibilities.
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Shape dependence of Edelstein and magnetoelectric effects in the V-shaped model
In a V-shaped 1D chain the nonmagnetic magnetoelectric response peaks near apex angle 0.6π because geometry induces an effective spin-orbit term whose angular factor sinθ sin(θ/2) matches Kubo-formula numerics.
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Probing topological phase transitions via nonlinear Hall response in strained moir\'e dice lattice
Nonlinear anomalous Hall response computed from the Berry curvature dipole in strained moiré dice lattices reverses sign across topological phase boundaries, providing a probe for valley-specific topology far from charge neutrality.
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Giant nonlinear conductivity in 2D electron gas from substrate-induced dipolar scattering
Substrate-induced periodic dipolar scattering in 2D electron gases produces singular enhancement of nonlinear conductivity to a natural scale of 1 μm/ΩV due to strict 2D kinematic constraints.
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Nonlinear thermal and thermoelectric transport from quantum geometry
Nonlinear thermal and thermoelectric responses are shown to encode quantum geometry and satisfy relations parallel to the Wiedemann-Franz and Mott laws in systems with broken symmetries.