Davies-Morris-Shore Framework for Multilevel Quantum Batteries: Dark and Funnel States in Interacting Qutrit Systems
Yi\u{g}it Per\c{c}in, \"Ozg\"ur E. M\"ustecapl{\i}o\u{g}lu

TL;DR
This paper introduces a systematic framework combining the Davies master equation with Morris-Shore decomposition to identify and analyze long-lived energy storage states in interacting multilevel quantum batteries, specifically focusing on qutrit systems.
Contribution
It develops a new, thermodynamically consistent method for finding protected energy states in multilevel quantum batteries, extending beyond qubit models with analytical and numerical validation.
Findings
Long-lived states are identified in two interacting qutrits with structured decay pathways.
Multilevel ladder structures and exchange interactions enable energy storage beyond qubit limitations.
Funnel states serve as natural targets for designing robust multilevel quantum batteries.
Abstract
Dark and subradiant states have emerged as a promising resource for stabilizing open quantum batteries against dissipation, but existing studies are largely limited to qubit ensembles and symmetry-based constructions. Here we introduce a systematic, thermodynamically consistent framework for identifying long-lived energy storage states in interacting multilevel quantum batteries, combining the Davies master equation with a Morris-Shore (MS)-type decomposition of dissipative coupling blocks. Focusing on a minimal model of two interacting qutrits coupled to a common bath, we analytically construct dark, bright, and funnel states-excited states that decay exclusively into protected manifolds. We also derive quantitative robustness conditions governed by the ratio of interaction strength to anharmonicity. We show that multilevel ladder structure and exchange interactions enable energetic…
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