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Half-Quantized Chiral Edge Current in a C=1/2 Parity Anomaly State.
Deyi Zhuo1, Bomin Zhang1, Humian Zhou2
1The Pennsylvania State University, Department of Physics, University Park, Pennsylvania 16802, USA.
Researchers observed a half-quantized Hall conductance plateau in magnetic topological insulator trilayers, confirming a half-quantized chiral edge current. This finding provides evidence for the C=1/2 parity anomaly state and single Dirac fermion physics.
Area of Science:
- Condensed Matter Physics
- Quantum Field Theory
- Materials Science
Background:
- The C=1/2 parity anomaly state in quantum field theory predicts a half-quantized Hall conductance.
- Previous studies in semimagnetic topological insulator (TI) bilayers showed signatures of this state, but direct evidence of half-quantized chiral edge currents was missing.
Purpose of the Study:
- To experimentally observe and confirm the existence of a half-quantized chiral edge current.
- To establish asymmetric magnetic TI trilayers as a platform for studying the C=1/2 parity anomaly state and single Dirac fermion physics.
Main Methods:
- Fabrication of asymmetric magnetic TI trilayers using molecular beam epitaxy.
- Transport measurements under specific in-plane magnetic field regimes.
- Numerical simulations to analyze the transport properties and edge channel behavior.
Main Results:
- Observation of a robust half-quantized Hall conductance plateau in the asymmetric magnetic TI trilayer.
- Enhanced nonlocal and nonreciprocal transport signals, indicating a half-quantized chiral edge current.
- Numerical simulations confirmed the half-quantized chiral edge channel as the carrier of the observed conductance plateau.
Conclusions:
- Experimental evidence for half-quantized chiral edge transport in a C=1/2 parity anomaly state has been demonstrated.
- The observed phenomenon arises from massless Dirac electrons and differs from the C=1 quantum anomalous Hall state.
- Asymmetric magnetic TI trilayers serve as a promising platform for exploring topological magnetoelectric effects and quantized magneto-optical responses.
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