Dynamics of many-body photon bound states in chiral waveguide QED
Sahand Mahmoodian, Giuseppe Calaj\'o, Darrick E. Chang and, Klemens Hammerer, Anders S. S{\o}rensen

TL;DR
This paper investigates the formation, propagation, and scattering of multi-photon bound states in chiral waveguide QED, revealing their role in quantum many-body phenomena and soliton dynamics.
Contribution
It introduces a comprehensive theoretical analysis of photon bound states in chiral waveguides, connecting few-photon quantum effects to many-body and classical soliton behaviors.
Findings
Photon bound states propagate with group delay scaling as 1/n^2.
Incident coherent pulses break into bound state components during propagation.
Bound states can undergo elastic scattering with additional photons.
Abstract
We theoretically study the few- and many-body dynamics of photons in chiral waveguides. In particular, we examine pulse propagation through a system of two-level systems chirally coupled to a waveguide. We show that the system supports correlated multi-photon bound states, which have a well-defined photon number and propagate through the system with a group delay scaling as . This has the interesting consequence that, during propagation, an incident coherent state pulse breaks up into different bound state components that can become spatially separated at the output in a sufficiently long system. For sufficiently many photons and sufficiently short systems, we show that linear combinations of -body bound states recover the well-known phenomenon of mean-field solitons in self-induced transparency. For longer systems, however, the solitons break apart through quantum…
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