Abstract:The integration of nanophotonics and atomic physics has been a long-sought goal that would open new frontiers for optical physics. Here, we report the development of the first integrated optical circuit with a photonic crystal capable of both localizing and interfacing atoms with guided photons in the device. By aligning the optical bands of a photonic crystal waveguide (PCW) with selected atomic transitions, our platform provides new opportunities for novel quantum transport and many-body phenomena by way of … Show more
“…Although photons are the excellent carriers of quantum information, capable of high fidelity entanglement and information transfer [10][11][12], recent advancement in quantum electronics offers a large variety of alternatives. Most commonly, nowadays, waveguide QED setups are realized in the experiments with superconducting quantum circuits, where superconducting transmission lines act as quantum radiation channels, whereas the Josephsonjunction-based superconducting quantum bits play the role of quantum emitters [13][14][15].…”
Section: Introductionmentioning
confidence: 99%
“…10,10,10 (0) + T (3,C)µ 1 k 1 ,µ 3 k 3 ,µ 2 k 2 ,10,10,10 (0) + T k 3 ,µ 1 k 1 ,µ 2 k 2 ,10,10,10 (0) + T (3,C) µ 2 k 2 ,µ 1 k 1 ,µ 3 k 3 ,10,10,10 (0) + T (3,C) µ 2 k 2 ,µ 3 k 3 ,µ 1 k 1 ,10,10,10 (0) . (B2)…”
We give an exposure to diagrammatic techniques in waveguide QED systems. A particular emphasis is placed on the systems with delayed coherent quantum feedback. Specifically, we show that the N -photon scattering matrices in single-qubit waveguide QED systems, within the rotating wave approximation, admit for a parametrization in terms of N − 1-photon effective vertex functions and provide a detailed derivation of a closed hierarchy of generalized Bethe-Salpeter equations satisfied by these vertex functions. The advantage of this method is that the above mentioned integral equations hold independently of the number of radiation channels, their bandwidth, the dispersion of the modes they are supporting, and the structure of the radiation-qubit coupling interaction, thus enabling one to study multi-photon scattering problems beyond the Born-Markov approximation. Further, we generalize the diagrammatic techniques to the systems containing more than a single emitter by presenting an exact set of equations governing the generic two and three-photon scattering operators. The above described theoretical machinery is then showcased on the example of a three-photon scattering on a giant acoustic atom, recently studied experimentally [Nat. Phys. 15, 1123Phys. 15, (2019].
“…Although photons are the excellent carriers of quantum information, capable of high fidelity entanglement and information transfer [10][11][12], recent advancement in quantum electronics offers a large variety of alternatives. Most commonly, nowadays, waveguide QED setups are realized in the experiments with superconducting quantum circuits, where superconducting transmission lines act as quantum radiation channels, whereas the Josephsonjunction-based superconducting quantum bits play the role of quantum emitters [13][14][15].…”
Section: Introductionmentioning
confidence: 99%
“…10,10,10 (0) + T (3,C)µ 1 k 1 ,µ 3 k 3 ,µ 2 k 2 ,10,10,10 (0) + T k 3 ,µ 1 k 1 ,µ 2 k 2 ,10,10,10 (0) + T (3,C) µ 2 k 2 ,µ 1 k 1 ,µ 3 k 3 ,10,10,10 (0) + T (3,C) µ 2 k 2 ,µ 3 k 3 ,µ 1 k 1 ,10,10,10 (0) . (B2)…”
We give an exposure to diagrammatic techniques in waveguide QED systems. A particular emphasis is placed on the systems with delayed coherent quantum feedback. Specifically, we show that the N -photon scattering matrices in single-qubit waveguide QED systems, within the rotating wave approximation, admit for a parametrization in terms of N − 1-photon effective vertex functions and provide a detailed derivation of a closed hierarchy of generalized Bethe-Salpeter equations satisfied by these vertex functions. The advantage of this method is that the above mentioned integral equations hold independently of the number of radiation channels, their bandwidth, the dispersion of the modes they are supporting, and the structure of the radiation-qubit coupling interaction, thus enabling one to study multi-photon scattering problems beyond the Born-Markov approximation. Further, we generalize the diagrammatic techniques to the systems containing more than a single emitter by presenting an exact set of equations governing the generic two and three-photon scattering operators. The above described theoretical machinery is then showcased on the example of a three-photon scattering on a giant acoustic atom, recently studied experimentally [Nat. Phys. 15, 1123Phys. 15, (2019].
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