2021
DOI: 10.48550/arxiv.2102.03488
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Single-photon nonreciprocal excitation transfer with non-Markovian retarded effects

Lei Du,
Mao-Rui Cai,
Jin-Hui Wu
et al.

Abstract: We study at the single-photon level the nonreciprocal excitation transfer between emitters coupled with a common waveguide. Non-Markovian retarded effects are taken into account due to the large separation distance between different emitter-waveguide coupling ports. It is shown that the excitation transfer between the emitters of a small-atom dimer can be obviously nonreciprocal by introducing between them a coherent coupling channel with nontrivial coupling phase. We prove that for dimer models the nonrecipro… Show more

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“…Such structures, which are referred to as "giant atoms", demonstrate striking interference effects that depend on both the atomic size (i.e., the separation between different coupling points) and the photonic frequency [40][41][42][43][44][45][46][47][48][49]. Moreover, non-Markovian retardation effects should also be included if the separations between different coupling points are comparable or even larger than the coherence length of the emitted photons, with which the dynamics can markedly deviate from the Markovian predictions [43,46,[50][51][52]. Recently, giant-atom structures have also been extended to higher dimensions by using optical lattices of cold atoms [53].…”
Section: Introductionmentioning
confidence: 99%
“…Such structures, which are referred to as "giant atoms", demonstrate striking interference effects that depend on both the atomic size (i.e., the separation between different coupling points) and the photonic frequency [40][41][42][43][44][45][46][47][48][49]. Moreover, non-Markovian retardation effects should also be included if the separations between different coupling points are comparable or even larger than the coherence length of the emitted photons, with which the dynamics can markedly deviate from the Markovian predictions [43,46,[50][51][52]. Recently, giant-atom structures have also been extended to higher dimensions by using optical lattices of cold atoms [53].…”
Section: Introductionmentioning
confidence: 99%