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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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.
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.
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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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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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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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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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.