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Quantum Algorithms
Generalized classes of continuous symmetries in two-mode Dicke models
arXiv
Authors: Ryan I. Moodie, Kyle E. Ballantine, Jonathan Keeling
Year
2017
Paper ID
25178
Status
Preprint
Abstract Read
~2 min
Abstract Words
76
Citations
N/A
Abstract
As recently realized experimentally [Léonard et al., Nature 543, 87 (2017)], one can engineer models with continuous symmetries by coupling two cavity modes to trapped atoms, via a Raman pumping geometry. Considering specifically cases where internal states of the atoms couple to the cavity, we show an extended range of parameters for which continuous symmetry breaking can occur, and we classify the distinct steady states and time-dependent states that arise for different points in this extended parameter regime.
Why This Paper Matters
- It adds a 2017 reference point for readers tracking recent quantum research.
- As recently realized experimentally [Léonard et al., Nature 543, 87 (2017)], one can engineer models with continuous symmetries by coupling two cavity modes to trapped atoms...
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