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Genuine quantum advantage in non-linear bosonic quantum batteries
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Finding a quantum battery model that displays a genuine quantum advantage, while being prone to experimental fabrication, is an extremely challenging task. In this Letter we propose a deceptively simple quantum battery model that displays a genuine quantum advantage, saturating the quantum speed limit. It consists of two harmonic oscillators (the charger and the battery), coupled during the non-equilibrium charging dynamics by a non-linear interaction. We first present the model, then certify the genuine quantum advantage, and finally briefly discuss how the battery can be fabricated through the use of superconducting circuits.
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Cited by 3 Pith papers
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Gaussian Open Quantum Dynamics and Isomorphism to Superconformal Symmetry
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Hamiltonian $k$-Locality is the Key Resource for Powerful Quantum Battery Charging
The paper proposes the bound |P(t)| ≤ 12 g k q ||H_C|| for instantaneous charging power of a quantum battery, depending on charger/battery locality (k,q) and per-site energy g.
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Floquet driven long-range interactions induce super-extensive scaling in quantum batteries
Floquet-driven long-range interacting spin chains can charge quantum batteries with power scaling super-linearly with system size, but only for moderate sizes and in specific parameter regimes, as shown by an upper-bo...
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