Charging by quantum measurement
arXiv:2209.13868 · doi:10.1103/PhysRevApplied.19.064069
Abstract
We propose a quantum charging scheme fueled by measurements on ancillary qubits serving as disposable chargers. A stream of identical qubits are sequentially coupled to a quantum battery of levels and measured by projective operations after joint unitary evolutions of optimized intervals. If charger qubits are prepared in excited state and measured on ground state, then their excitations (energy) can be near-perfectly transferred to battery by iteratively updating the optimized measurement intervals. Starting from its ground state, the battery could be constantly charged to an even higher energy level. Starting from a thermal state, the battery could also achieve a near-unit ratio of ergotropy and energy through less than measurements, when a population inversion is realized by measurements. If charger qubits are prepared in ground state and measured on excited state, useful work extracted by measurements alone could transform the battery from a thermal state to a high-ergotropy state before the success probability vanishes. Our operations in charging are more efficient than those without measurements and do not invoke the initial coherence in both battery and chargers. Particularly, our finding features quantum measurement in shaping nonequilibrium systems.
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Cited by in corpus (19)
- Colloquium: Quantum Batteries
- Dephasing Enabled Fast Charging of Quantum Batteries
- Evaluating extractable work of quantum batteries via entropic uncertainty relations
- Super-Optimal Charging of Quantum Batteries via Reservoir Engineering
- Two-time weak measurement protocol for ergotropy protection in open quantum batteries
- A Single-Ion Information Engine for Charging Quantum Battery
- Daemonic quantum battery charged by thermalization
- Universally-Charging Protocols for Quantum Batteries: A No-Go Theorem
- Quantum recharging by shortcut to adiabaticity
- Auxiliary-assisted energy distillation from quantum batteries
- Quantum steering as a probe of energy transfer in quantum batteries
- Generic eigenstate preparation via measurement-based purification
- Generating magnon Bell states via parity measurement
- Dissipative qutrit-mediated stable charging
- Efficient nonclassical state preparation via generalized parity measurement
- Asymptotic freedom in the dephased charging of quantum batteries
- Connection-topology--dependent energy transport and ergotropy in quantum battery networks with reciprocal and nonreciprocal couplings
- The advantages of extended nonreciprocal quantum batteries
- An almost deterministic cooling by measurements