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This theoretical framework introduces "dark polarons" as spatially extended states in trapped ion systems, offering a solution to cooling rate limitations encountered with high-intensity lasers. By decoupling from standard lambda configurations and simplifying complex coupling terms into linear interactions, the work aims to expand operational regimes beyond weak intensity constraints. This advancement directly addresses fundamental challenges in quantum control for trapped ions rather than focusing on consumer applications or general computing infrastructure.
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Dark Polaron Theory for High Intensity Laser Cooling

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arXiv:2607.22243v1 Announce Type: new Abstract: Conventional laser control schemes for cooling and gate operation of trapped ions are limited to the regime of weak laser intensities and small Lamb-Dicke parameters. To overcome this limitation, we present the concept of dark polarons: spatially extended states of pseudospin polarization that are fully decoupled from a lambda laser configuration. In this picture, all high-order Lamb-Dicke terms collapse into a single linear coupling independent of laser intensity. We apply it to definitively elucidate the reasons behind cooling rate limitations observed in recent experimental implementations of electromagnetically induced transparency with high-intensity lasers.

Abstract:Conventional laser control schemes for cooling and gate operation of trapped ions are limited to the regime of weak laser intensities and small Lamb-Dicke parameters. To overcome this limitation, we present the concept of dark polarons: spatially extended states of pseudospin polarization that are fully decoupled from a lambda laser configuration. In this picture, all high-order Lamb-Dicke terms collapse into a single linear coupling independent of laser intensity. We apply it to definitively elucidate the reasons behind cooling rate limitations observed in recent experimental implementations of electromagnetically induced transparency with high-intensity lasers.

arXiv:2607.22243 [quant-ph]

(or arXiv:2607.22243v1 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2607.22243 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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