Resilience of the quantum Rabi model in circuit QED
Vladimir E. Manucharyan, Alexandre Baksic, Cristiano Ciuti

TL;DR
This paper investigates how the quantum Rabi model's key features persist in circuit QED systems with multi-level artificial atoms at strong coupling, revealing the robustness of entangled vacuum states despite spectral renormalization.
Contribution
It demonstrates that the fundamental quantum Rabi feature of a nearly-degenerate entangled vacuum survives in multi-level circuit QED systems at large coupling, despite spectral renormalization.
Findings
Nearly-degenerate vacuum state persists at large coupling.
Entanglement spectrum dominated by two eigenvalues.
Spectral features are renormalized but core quantum Rabi behavior remains.
Abstract
In circuit quantum electrodynamics (circuit QED), an artificial "circuit atom" can couple to a quantized microwave radiation much stronger than its real atomic counterpart. The celebrated quantum Rabi model describes the simplest interaction of a two-level system with a single-mode boson field. When the coupling is large enough, the bare multilevel structure of a realistic circuit atom cannot be ignored even if the circuit is strongly anharmonic. We explored this situation theoretically for flux (fluxonium) and charge (Cooper pair box) type multi-level circuits tuned to their respective flux/charge degeneracy points. We identified which spectral features of the quantum Rabi model survive and which are renormalized for large coupling. Despite significant renormalization of the low-energy spectrum in the fluxonium case, the key quantum Rabi feature -- nearly-degenerate vacuum consisting…
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