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Laser Physics Letters

Battery capacity in tripartite quantum systems under local Pauli noise

Hanqi Wang, Helin Gong, Bo Li

Published Jun 1, 2025• 1 citation
Publisher

Abstract

Abstract Pauli noise, typically represented by Pauli operators ( X , Y , Z ), is a prevalent type of disturbance in quantum batteries. Its primary characteristic is inducing quantum state flips, which significantly interfere with the charging and discharging processes, as well as the energy storage capacity of the battery. This paper investigates the impact of local Pauli noise on regulating battery capacity in a quantum battery composed of a tripartite quantum system. Specifically, we analyze the variation trends of battery capacity under the influence of noise for three-qubit Bell-diagonal states and X-states. Furthermore, we derive the minimum value of the maximum ergotropy under the effect of local Pauli noise.

DOI
10.1088/1612-202x/addd87

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Abstract Pauli noise, typically represented by Pauli operators ( X , Y , Z ), is a prevalent type of disturbance in quantum batteries. Its primary characteristic is inducing quantum state flips, which significantly interfere with the charging and discharging processes, as well as the energy storage capacity of the battery. This paper investigates the impact of local Pauli noise on regulating battery capacity in a quantum battery composed of a tripartite quantum system. Specifically, we analyze the variation trends of battery capacity under the influence of noise for three-qubit Bell-diagonal states and X-states. Furthermore, we derive the minimum value of the maximum ergotropy under the effect of local Pauli noise.
Abstract The impact of local von Neumann measurements on quantum battery capacity is investigated in tripartite quantum systems. Two measurement‐based protocols are proposed and the concept of optimal local projective operators is introduced. Specifically, explicit analytical expressions are derived for the protocols when applied to general three‐qubit ‐states. Furthermore, the negative effects of white noise and dephasing noise on quantum battery capacity are analyzed, proving that optimal local projective operators can improve the robustness of subsystem and total system capacity against both noise types for the general tripartite ‐state. The performance of different schemes in capacity enhancement are numerically validated through detailed examples and it is found that these optimized operators can effectively enhance both subsystem and total system battery capacity. The results indicate that the local von Neumann measurement is a powerful tool to enhance the battery capacity in multipartite quantum systems.
We investigate the performance of a quantum battery exposed to local Markovian and non-Markovian dephasing noises. The battery is initially prepared as the ground state of a one-dimensional transverse XYXYXY model with open boundary condition and is charged (discharged) via interactions with local bosonic reservoirs. We show that in the transient regime, the quantum battery (QB) can store energy faster and has a higher maximum extractable work, quantified via ergotropy, when it is affected by local phase-flip or bit-flip Markovian noise compared to the case when there is no noise in the system. In both the charging and discharging processes, we report the enhancement in work output as well as in ergotropy when all the spins are affected by a non-Markovian Ohmic bath in both the transient and the steady-state regimes, thereby showing a counterintuitive advantage of decoherence in the QB. In both Markovian and non-Markovian cases, we identify the system parameters and the corresponding noise models which lead to maximum enhancement of work output and ergotropy. Moreover, we show that the benefit due to noise persists even with the initial state being prepared at a moderate temperature.
Quantum battery capacity, as a critical metric for quantifying energy storage and release in quantum systems, exhibits complex behaviors in curved spacetime and noisy environments. This study focuses on bipartite mixed state, aiming to explore the modulation of quantum battery capacity by Hawking radiation and environmental noise. We find a counterintuitive phenomenon that Hawking radiation can enhance battery capacity, exerting a positive influence on energy storage, a result that stands in stark contrast to the detrimental effects typically associated with entanglement and coherence. When a quantum battery is simultaneously subjected to environmental noise and Hawking radiation, its capacity generally degrades, with the extent of degradation depending on the type of noise. The charging and discharging behaviors largely follow the same patterns observed in the noiseless scenario; however, under a bit flip channel with strong noise intensity, the charging-discharging pattern reverses. In the extreme case of maximum noise intensity, the capacity of the quantum battery under depolarizing noise tends to zero. The underlying physical mechanism lies in the fact that the bit flip channel disrupts the original population distribution of energy levels, thereby altering the average energy of the system and establishing a perturbative environment for bidirectional energy exchange. This differs fundamentally from the phase flip channel. These findings offer a new perspective for the theory of quantum batteries in noninertial reference frames.
Quantum batteries, which are energy-storage or state-storage devices that exploit unique quantum effects, are sensitive to environmental noise. Here, we demonstrate that suitably engineered noise can induce a "Zeno-like" stabilization effect of the charging process in a spin-chain quantum battery within the Heisenberg XYZ model. Focusing on a system size N=6, which balances computational cost and storage capacity, we find that the ergotropy-to-energy ratio W(t)/E_B(t) attains a maximum value of about 0.99 at a certain time parameter value. Then, by varying the noise strength in each channel, we find that not only does decoherence merely degrade performance but it may also stabilize stored energy and ergotropy in the high noise strength regime. For instance, the phase-flip channel slows charging and reduces charging power, but its discharging behavior releases energy and ergotropy more slowly, allowing the battery to be used for longer times compared to bit-flip and bit-phase-flip channels. In contrast, the bit-flip channel enables fast charging, but yields low storage and rapid energy release. Remarkably, the bit-phase-flip channel can combine the advantages of both bit-flip and phase-flip channels in the high-noise-strength regime. The bit-phase-flip channel supports accelerated charging together with enhanced storage capacity, while its discharging behavior resembles that of the bit-flip channel with rapid energy release. These results reveal that, under sufficiently strong noise, environmental decoherence induces a Zeno-like stabilization, allowing it to achieve enhanced charging performance and to stabilize stored energy and ergotropy in the spin-chain quantum battery.
Quantum work capacitances and maximal asymptotic work/energy ratios are figures of merit characterizing the robustness against noise of work extraction processes in quantum batteries formed by collections of quantum systems. In this paper we establish a direct connection between these functionals and, exploiting this result, we analyze different types of noise models mimicking self-discharging (amplitude damping channels), thermalization (generalized amplitude damping channels), and dephasing effects (simultaneous phase-amplitude damping channels). In this context we show that input quantum coherence can significantly improve the storage performance of noisy quantum batteries and that the maximum output ergotropy is not always achieved by the maximum available input energy.
We investigate the global and local performances of a quantum battery exposed to the depolarizing and bit-flip channels, respectively, using the correlation matrix method. The battery is initially prepared as the highest-energy state of a two-qubit Ising model with open boundary conditions and is discharged via interaction with local noise channels. We show that compared to the independent noise channels, the correlated noise channels provide varying degrees of protection for the global and local performances of the Ising battery. The correlated depolarizing channel not only protects the global energy, ergotropy, and capacity of the Ising battery, but also protects the local ergotropy and capacity, whereas the correlated bit-flip channel provides protection only for the global ergotropy and capacity of the Ising battery. In both the correlated depolarizing and bit-flip channels, the greater the correlation strength, the greater the protective effect. Furthermore, we also use the same method to investigate the protective effect of correlated channels on the performances of the multiqubit battery and general Heisenberg battery in noise channels.