arXiv:2602.00928
Electro-optic conversion of itinerant Fock states
Thomas Werner, Erfan Riyazi, Samarth Hawaldar, Rishabh Sahu, Georg Arnold, Paul Falthansl-Scheinecker, Jennifer A. Sánchez Naranjo, Dante Loi, Lucky N. Kapoor, Martin Zemlicka, Liu Qiu, Andrei Militaru, Johannes M. Fink
Abstract
Superconducting qubits are a leading candidate for utility-scale quantum computing due to their fast gate speeds and steadily decreasing error rates. The requirement for millikelvin operating temperatures, however, creates a significant scaling bottleneck. Modular architectures using optical fiber links could bridge separate cryogenic nodes, but superconducting circuits do not have coherent optical transitions and microwave-to-optical conversion has not been shown for any non-classical photon state. In this work, we demonstrate the on-demand generation and tomographic reconstruction of itinerant single microwave photons at 8.9 GHz from a superconducting qubit. We upconvert this non-Gaussian state with a transducer added noise below 0.012 quanta and count the converted telecom photons at 193.4 THz with a signal-to-noise ratio of up to 5.1$\pm$1.1. We characterize the trade-offs between throughput and noise, and establish a viable path toward heralded entanglement distribution and gate teleportation. Looking ahead, these results empower existing superconducting devices to take a key role in distributed quantum technologies and heterogeneous quantum systems.
AI Summary
The paper addresses microwave-to-telecom conversion of itinerant non-Gaussian states for interconnecting superconducting quantum processors. A transmon–cavity source emits single microwave photons at $8.9006\,\mathrm{GHz}$, which travel through a coaxial link to a separate lithium-niobate electro-optic transducer. Synchronized $200\,\mathrm{ns}$ optical pump pulses convert the photons to $193.4\,\mathrm{THz}$; cascaded optical filters and a superconducting nanowire detector resolve the converted emission. Microwave heterodyne tomography establishes Wigner negativity of the emitted single-photon and vacuum–single-photon superposition states, with reported fidelities of $97.6\%$ and $99.7\%$. Optical photon-counting measurements recover the emission envelope and oscillations versus the source qubit’s preparation angle. Interleaved signal/vacuum measurements give a maximum conversion signal-to-noise ratio of $5.1\pm1.1$. External transducer efficiency is $2.2\times10^{-4}$, while the measured source-to-detection probability is $(1.32\pm0.03)\times10^{-5}$ per pulse. Independent microwave noise spectroscopy and optical counting identify input-referred transducer added noise of approximately $0.012$ quanta at $1\,\mathrm{kHz}$, rising to $0.12$ at $20\,\mathrm{kHz}$ as optical absorption heats the microwave mode. The optical output is not tomographically reconstructed: antibunching, phase-coherence preservation, and qubit–optical-photon entanglement remain future measurements. Low conversion efficiency, microwave loss, temporal-mode mismatch, fiber-generated optical noise, and heating limit performance. The quoted $87.7\%$ Bell fidelity is a conditional projection assuming perfect input entanglement and coherent conversion; the approximately $2.9\,\mathrm{s}^{-1}$ capacity figure is an upper bound, not a demonstrated entanglement-distribution rate.
Error found: The paper presents a calculated quantum-channel-capacity upper bound of approximately 2.91 Hz as a current capacity and uses it to support positivity, although an upper bound alone establishes neither an achievable rate nor positive capacity. The electro-optic vacuum coupling g_0/(2π) is reported inconsistently as 4.2 Hz in the implementation section and 2.9 Hz in the device-parameter table.
Written by gpt-6.1-sol from the paper's full text. Automated: it can be wrong.
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- 16 pages, 11 figures