2019
DOI: 10.1063/1.5118838
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Coherent perfect absorption of single photons in a fiber network

Abstract: Large distance implementation of quantum communication technologies requires coherent control of single photons in optical fiber networks. Here we demonstrate the phenomenon of coherent perfect absorption of single photons in a fully fiberized ultrathin plasmonic metamaterial fabricated at the end facet of an optical fiber. Continuous control of single-photon absorption probability is achieved by driving the network between the regimes of coherent total absorption and coherent total transmission. To circumvent… Show more

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Cited by 13 publications
(19 citation statements)
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“…The unity system visibility is achievable if the device nonideality is mitigated. This result is close to the one demonstrated previously [141] with the exception that our phase stabilization method now enables us to control single-photon absorption probability on demand, which is crucial for utilizing the CPA phenomenon for quantum light processing. Next, we show how we used CPA for all-optical single-photon switching with a heralded single-photon source.…”
Section: Experiment: Single-photon Absorption Control Via Cpasupporting
confidence: 88%
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“…The unity system visibility is achievable if the device nonideality is mitigated. This result is close to the one demonstrated previously [141] with the exception that our phase stabilization method now enables us to control single-photon absorption probability on demand, which is crucial for utilizing the CPA phenomenon for quantum light processing. Next, we show how we used CPA for all-optical single-photon switching with a heralded single-photon source.…”
Section: Experiment: Single-photon Absorption Control Via Cpasupporting
confidence: 88%
“…The probabilities to a detect a single photon at output ports C and D depend on the phase delay φ between the two optical paths due to interference on the second beamsplitter. The corresponding detection probabilities p c and p d are equal to [141] p c (φ ) = (1 + sin(φ ))/2,…”
Section: Phase Stabilization Of Coherent Network By Single-photon Countingmentioning
confidence: 99%
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“…Such "black box" approach facilitates a compact and efficient evaluation of quantum interference phenomena. In fact, these models successfully describe a variety of recent experiments, such as the anticoalescence of photons and nonlinear absorption [36,37], single-photon coherent perfect absorption [38][39][40] and coherent absorption of N00N states [41,42]. In addition, input-output theory of lossy beam splitters has inspired interesting theoretical proposals on nonlocal absorption [43] and quantum coherent absorption of squeezed light [44].…”
Section: Introductionmentioning
confidence: 99%