A squeezed nonlinear mechanical oscillator (Part I)
ORAL
Abstract
Circuit quantum acoustodynamics (cQAD) integrates mechanical resonators with superconducting circuits. It combines high-quality factor, small footprint mechanical modes with the large nonlinearity of Josephson junctions. Recent advances in this field have enabled preparation and characterization of mechanical quantum states as well as parametric operations between phonon modes [1].
One particularly useful single-mode operation is squeezing, which can be used to generate mechanical states for quantum sensing, simulations, and information processing [2]. In a two-part presentation, we demonstrate the engineered squeezing of a bulk acoustic wave mechanical mode. This first talk focuses on how we implement an effective two-phonon drive in our device, resulting in a squeezing interaction. We then study the dependence of the interaction strength on different system parameters and use our insights to create a squeezed state of mechanical motion.
[1] von Lüpke, U. et al. (2023) arXiv preprint arXiv:2303.00730
[2] Wang, C. S. et al. (2020) Physical Review X, 10(2), 021060
One particularly useful single-mode operation is squeezing, which can be used to generate mechanical states for quantum sensing, simulations, and information processing [2]. In a two-part presentation, we demonstrate the engineered squeezing of a bulk acoustic wave mechanical mode. This first talk focuses on how we implement an effective two-phonon drive in our device, resulting in a squeezing interaction. We then study the dependence of the interaction strength on different system parameters and use our insights to create a squeezed state of mechanical motion.
[1] von Lüpke, U. et al. (2023) arXiv preprint arXiv:2303.00730
[2] Wang, C. S. et al. (2020) Physical Review X, 10(2), 021060
* Swiss National Science Foundation, grant 200023_204073; The Branco Weiss Fellowship - Society in Science
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Presenters
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Uwe von Lüpke
ETH Zürich, ETH Zurich
Authors
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Uwe von Lüpke
ETH Zürich, ETH Zurich
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Stefano Marti
ETH Zurich
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Yu Yang
ETH Zurich
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Om Joshi
The University of Texas at Austin
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Andraz Omahen
ETH Zurich
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Marius Bild
ETH Zurich
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Yiwen Chu
ETH Zurich
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Matteo Fadel
ETH Zurich