State Transfer Between a Mechanical Oscillator and Microwave Fields in the Quantum Regime
arXiv:1206.5562 · doi:10.1038/nature11915
Abstract
Recently, macroscopic mechanical oscillators have been coaxed into a regime of quantum behavior, by direct refrigeration [1] or a combination of refrigeration and laser-like cooling [2, 3]. This exciting result has encouraged notions that mechanical oscillators may perform useful functions in the processing of quantum information with superconducting circuits [1, 4-7], either by serving as a quantum memory for the ephemeral state of a microwave field or by providing a quantum interface between otherwise incompatible systems [8, 9]. As yet, the transfer of an itinerant state or propagating mode of a microwave field to and from a mechanical oscillator has not been demonstrated owing to the inability to agilely turn on and off the interaction between microwave electricity and mechanical motion. Here we demonstrate that the state of an itinerant microwave field can be coherently transferred into, stored in, and retrieved from a mechanical oscillator with amplitudes at the single quanta level. Crucially, the time to capture and to retrieve the microwave state is shorter than the quantum state lifetime of the mechanical oscillator. In this quantum regime, the mechanical oscillator can both store and transduce quantum information.
References in corpus (10)
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- Quantum Theory of Cavity-Assisted Sideband Cooling of Mechanical Motion
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Cited by in corpus (15)
- Quantum Illumination at the Microwave Wavelengths
- Microwave Quantum Illumination
- Topological properties of linear circuit lattices
- Control of microwave signals using circuit nano-electromechanics
- Review of cavity optomechanical cooling
- Optimal state estimation for cavity optomechanical systems
- High-efficiency quantum state transfer and quantum memory using a mechanical oscillator
- Optimal limits of cavity optomechanical cooling in the strong coupling regime
- Focus on Quantum Memories
- Theory of microwave single-photon detection using an impedance-matched system
- Classical non-Gaussian state preparation through squeezing in an opto-electromechanical resonator
- High fidelity quantum state transfer in electromechanical systems with intermediate coupling
- Circuit electromechanics with single photon strong coupling
- Preparing ground states and squeezed states of nanomechanical cantilevers by fast dissipation
- Work extraction from heat-powered quantized optomechanical setups