Spin-dependent generalized squeezing can mediate Fock-state-dependent geometric phase gates, N-body spin interactions, oscillator thermometry, and distillation of Fock and cat states in hybrid spin-oscillator processors.
Thermometry of Trapped Ions Based on Bichromatic Driving
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abstract
Accurate thermometry of laser-cooled ions is crucial for the performance of the trapped-ions quantum computing platform. However, most existing methods face a computational exponential bottleneck. Recently, a thermometry method based on bichromatic driving was theoretically proposed by Ivan Vybornyi et al. to overcome this obstacle, which allows the computational complexity to remain constant with the increase of ion numbers. In this paper, we provide a detailed statistical analysis of this method and prove its robustness to several imperfect experimental conditions using Floquet theory. We then experimentally verify its good performance on a linear segmented surface-electrode ion trap platform for the first time. This method is proven to be effective from near the motional ground state to a few mean phonon numbers. Our theoretical analysis and experimental verification demonstrate that the scheme can accurately and efficiently measure the temperature in ion crystals.
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Applications of Spin-Dependent Generalized Squeezing in Hybrid Spin-Oscillator Quantum Processors
Spin-dependent generalized squeezing can mediate Fock-state-dependent geometric phase gates, N-body spin interactions, oscillator thermometry, and distillation of Fock and cat states in hybrid spin-oscillator processors.