Abstract

Recent studies on cavity-coupled two-dimensional electron gas demonstrate that vacuum-field engineering can tailor electronic transport properties of materials. By achieving ultra-strong coupling between a terahertz resonator and mesoscopic graphene, we demonstrate that cavity vacuum fields can alter the effective degeneracies of Landau levels, resulting in a nonlinear Landau fan diagram for massless Dirac fermions while preserving quantum-Hall quantization. Specifically, by leveraging graphene’s gate-tunability, we observe that quantum-Hall features—minimum longitudinal and quantized Hall conductance for a filling factor ν, σxx≈0 and σxy = νe2/h, respectively—occur at carrier densities reduced by more than 20% (n < νeB/h) compared to systems without cavity. This deviation increases with higher magnetic field (B) and ν. Theoretical analysis attributes this effect to the virtual cavity photon mediated transitions between the non-equidistant Landau levels in graphene, significantly reducing their effective degeneracy. This study paves the way for investigating cavity quantum electrodynamics in highly tunable, atomically thin two-dimensional crystals.

Abstract

Recent studies on cavity-coupled two-dimensional electron gas demonstrate that vacuum-field engineering can tailor electronic transport properties of materials. By achieving ultra-strong coupling between a terahertz resonator and mesoscopic graphene, we demonstrate that cavity vacuum fields can alter the effective degeneracies of Landau levels, resulting in a nonlinear Landau fan diagram for massless Dirac fermions while preserving quantum-Hall quantization. Specifically, by leveraging graphene’s gate-tunability, we observe that quantum-Hall features—minimum longitudinal and quantized Hall conductance for a filling factor ν, σxx≈0 and σxy = νe2/h, respectively—occur at carrier densities reduced by more than 20% (n < νeB/h) compared to systems without cavity. This deviation increases with higher magnetic field (B) and ν. Theoretical analysis attributes this effect to the virtual cavity photon mediated transitions between the non-equidistant Landau levels in graphene, significantly reducing their effective degeneracy. This study paves the way for investigating cavity quantum electrodynamics in highly tunable, atomically thin two-dimensional crystals.

Abstract

Recent studies on cavity-coupled two-dimensional electron gas demonstrate that vacuum-field engineering can tailor electronic transport properties of materials. By achieving ultra-strong coupling between a terahertz resonator and mesoscopic graphene, we demonstrate that cavity vacuum fields can alter the effective degeneracies of Landau levels, resulting in a nonlinear Landau fan diagram for massless Dirac fermions while preserving quantum-Hall quantization. Specifically, by leveraging graphene’s gate-tunability, we observe that quantum-Hall features—minimum longitudinal and quantized Hall conductance for a filling factor ν, σxx≈0 and σxy = νe2/h, respectively—occur at carrier densities reduced by more than 20% (n < νeB/h) compared to systems without cavity. This deviation increases with higher magnetic field (B) and ν. Theoretical analysis attributes this effect to the virtual cavity photon mediated transitions between the non-equidistant Landau levels in graphene, significantly reducing their effective degeneracy. This study paves the way for investigating cavity quantum electrodynamics in highly tunable, atomically thin two-dimensional crystals.

Abstract

Recent studies on cavity-coupled two-dimensional electron gas demonstrate that vacuum-field engineering can tailor electronic transport properties of materials. By achieving ultra-strong coupling between a terahertz resonator and mesoscopic graphene, we demonstrate that cavity vacuum fields can alter the effective degeneracies of Landau levels, resulting in a nonlinear Landau fan diagram for massless Dirac fermions while preserving quantum-Hall quantization. Specifically, by leveraging graphene’s gate-tunability, we observe that quantum-Hall features—minimum longitudinal and quantized Hall conductance for a filling factor ν, σxx≈0 and σxy = νe2/h, respectively—occur at carrier densities reduced by more than 20% (n < νeB/h) compared to systems without cavity. This deviation increases with higher magnetic field (B) and ν. Theoretical analysis attributes this effect to the virtual cavity photon mediated transitions between the non-equidistant Landau levels in graphene, significantly reducing their effective degeneracy. This study paves the way for investigating cavity quantum electrodynamics in highly tunable, atomically thin two-dimensional crystals.