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Multi-parameter quantum metrology with stabilized multi-mode squeezed state
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Squeezing a quantum state along a specific direction has long been recognized as a crucial technique for enhancing the precision of quantum metrology by reducing parameter uncertainty. However, practical quantum metrology often involves the simultaneous estimation of multiple parameters, necessitating the use of high-quality squeezed states along multiple orthogonal axes to surpass the standard quantum limit for all relevant parameters. In addition, a temporally stabilized squeezed state can provide an event-ready probe for parameters, regardless of the initial state, and robust to the timing of the state preparation process once stabilized. In this work, we generate and stabilize a two-mode squeezed state along two secular motional modes in a vibrating trapped ion with reservoir engineering, despite starting from a thermal state of the motion. Leveraging this resource, we demonstrate an estimation of two simultaneous collective displacements along the squeezed axes, achieving improvements surpassing the classical limit by up to 6.9(3) and 7.0(3) decibels (dB), respectively. Our demonstration can be readily scaled to squeezed states with even more modes. The practical implications of our findings span a wide range of applications, including quantum sensing, quantum imaging, and various fields that demand precise measurements of multiple parameters.
Forward citations
Cited by 2 Pith papers
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Optimal Displacement Sensing with Spin-Dependent Squeezed States
Spin-dependent squeezed states reach the Heisenberg limit for amplitude and joint displacement estimation, and a stroboscopic first-order-sideband sequence prepares them with a demonstrated 15× speedup in trapped-ion ...
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Quantum Fisher Information in Curved Spacetime: Dirac Particles in Noisy Channels around a Schwarzschild Black Hole
A flawed analytical study of quantum Fisher information for Dirac particles under SGAD noise near a Schwarzschild black hole claims squeezing mitigates Hawking-induced decoherence, but the density matrix derivation is...
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