Observation of quantum many-body effects due to zero point fluctuations in superconducting circuits

Sébastien Léger (1) , Javier Puertas-Martínez (1) , Karthik Bharadwaj (1) , Rémy Dassonneville (1) , Jovian Delaforce (1) , Farshad Foroughi (1) , Vladimir Milchakov (1) , Luca Planat (1) , Olivier Buisson (1) , Cécile Naud (1) , Wiebke Guichard (1) , Serge Florens (2) , Izak Snyman (3) , Nicolas Roch (1)

1 NEEL - QuantECA - Circuits électroniques quantiques Alpes
2 NEEL - ThQC - Théorie Quantique des Circuits
3 WITS - University of the Witwatersrand [Johannesburg]

Electromagnetic fields possess zero point fluctuations (ZPF) which lead to observable effects such as the Lamb shift and the Casimir effect. In the traditional quantum optics domain, these corrections remain perturbative due to the smallness of the fine structure constant. To provide a direct observation of non-perturbative effects driven by ZPF in an open quantum system we wire a highly non-linear Josephson junction to a high impedance transmission line, allowing large phase fluctuations across the junction. Consequently, the resonance of the former acquires a relative frequency shift that is orders of magnitude larger than for natural atoms. Detailed modelling confirms that this renormalization is non-linear and quantum. Remarkably, the junction transfers its non-linearity to about 30 environmental modes, a striking back-action effect that transcends the standard Caldeira-Leggett paradigm. This work opens many exciting prospects for longstanding quests such as the tailoring of many-body Hamiltonians in the strongly non-linear regime, the observation of Bloch oscillations, or the development of high-impedance qubits.

Domaines: Physique [physics]; Systèmes mésoscopiques et effet Hall quantique [cond-mat.mes-hall]

Sébastien Léger, Javier Puertas-Martínez, Karthik Bharadwaj, Rémy Dassonneville, Jovian Delaforce, et al.. Observation of quantum many-body effects due to zero point fluctuations in superconducting circuits. Nature Communications, 2019, 10, pp.5259. ⟨10.1038/s41467-019-13199-x⟩. ⟨hal-02386708⟩