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Static Hybrid Quantum Nodes: Toward Perfect State Transfer on a Photonic Chip

Zhaohua Tian, Pu Zhang, Xuewen Chen

2021Physical Review Applied15 citationsDOI

Abstract

Hybrid integrated quantum photonic circuits have the potential to scale up the number of quantum nodes and to build a network with distributed quantum-information-processing units at affordable resources. A central need of such systems is to have near-unity success-rate state transfer between the quantum nodes. This turns out to be a grand challenge since stringent conditions of spatial mode matching and time-reversal symmetry between the sending and receiving nodes have to be simultaneously satisfied. Here we devise a type of hybrid quantum node consisting of a single solid-state quantum system and a coupled-cavity structure toward achieving perfect state transfer between two distant nodes connected via waveguides. The hybrid node possesses flexibility in tailoring the temporal profile of the emitted single-photon wave packet without any dynamic modulation. In particular, we show it could emit time-reversal symmetric single-photon wave packets and fully couple the emission to the waveguide, fulfilling the conditions for perfect quantum state transfer. We develop a complete theoretical framework and provide a clear physical picture of the protocol for transferring a superposition state. We show ideally the simple node structures with one, two, and three chain-coupled microring resonators could lead to total success rates of 90.5%, 97.5%, and 99.3%, respectively. We then further discuss the influence of imperfections and experimental realizations of our scheme with integrated quantum photonics.

Topics & Concepts

Quantum networkQuantum channelQuantumPhotonicsPhotonNode (physics)Quantum informationPhysicsQuantum information scienceQuantum stateSuperposition principleNetwork packetComputer scienceTopology (electrical circuits)Quantum mechanicsQuantum entanglementComputer networkElectrical engineeringEngineeringPhotonic and Optical DevicesNeural Networks and Reservoir ComputingMechanical and Optical Resonators
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