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Photon-Blockade Analogue Nonreciprocal Absorption in Spatiotemporal Metasurfaces
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Controlling the flow of electromagnetic energy is essential for advancing quantum technologies. We introduce a spatiotemporally modulated superconducting metasurface that exhibits photon-blockade-analogue nonreciprocal absorption. In this system, the frequency of incident radiation is matched to the modulation frequency of the metasurface, enabling one-way directional absorption. Forward-traveling waves undergo resonant coupling to higher-order Floquet harmonics and are absorbed within the slab, while backward-traveling waves transmit freely without interaction. This behavior arises from classical wave interference and harmonic conversion in a space-time periodic medium---a classical analogue of quantum photon blockade. We present a design based on a superconductor-semiconductor metasurface incorporating cascaded Josephson field-effect transistors (JoFETs) for millikelvin-temperature operation. Starting from the microscopic Hamiltonian of a single gate-tunable JoFET cell, we derive the system's classical circuit relations, effective space-time-periodic permeability, Floquet band structure, and isofrequency diagrams from first principles, and validate the resulting nonreciprocal absorption with full-wave simulations. These findings establish a pathway toward compact, nonreciprocal superconducting devices for quantum information processing and microwave photonics.
Forward citations
Cited by 2 Pith papers
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Space-Time-Coupled Qubits for Enhanced Superconducting Quantum Computing
This paper proposes a space-time-modulated Josephson metasurface for multi-frequency coupling of superconducting qubits, claiming all-to-all connectivity and improved coherence without experimental evidence.
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Light Interaction With a Space-Time-Modulated Josephson Junction Array and Application to Angular-Frequency Beam Multiplexing
A space-time-modulated Josephson junction array is claimed to split an incoming microwave beam into frequency-shifted beams at different angles, but the analytic support is invalidated by a Fourier-coefficient error.
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