Optimizing the Signal to Noise Ratio of a Beam Deflection Measurement with Interferometric Weak Values
arXiv:0910.2410 · doi:10.1103/PhysRevA.80.041803
Abstract
The amplification obtained using weak values is quantified through a detailed investigation of the signal to noise ratio for an optical beam deflection measurement. We show that for a given deflection, input power and beam radius, the use of interferometric weak values allows one to obtain the optimum signal to noise ratio using a coherent beam. This method has the advantage of reduced technical noise and allows for the use of detectors with a low saturation intensity. We report on an experiment which improves the signal to noise ratio for a beam deflection measurement by a factor of 54 when compared to a measurement using the same beam size and a quantum limited detector.
References in corpus (3)
Cited by in corpus (47)
- Precision frequency measurements with interferometric weak values
- Measuring ultrasmall time delays of light by joint weak measurements
- Weak Value Amplification Can Outperform Conventional Measurement in the Presence of Detector Saturation
- Approaching quantum-limited metrology with imperfect detectors by using weak-value amplification
- State tomography via weak measurements
- Quantum sensing with a single-qubit pseudo-Hermitian system
- Negative quasiprobabilities enhance phase estimation in quantum-optics experiment
- Power-recycled weak-value-based metrology
- Optimal Probe Wavefunction of Weak-Value Amplification
- Ultra-sensitive phase estimation with white light
- Weak-value amplification as an optimal metrological protocol
- Quantum sensors based on weak-value amplification cannot overcome decoherence
- Conditions tighter than noncommutation needed for nonclassicality
- Picoradian deflection measurement with an interferometric quasi-autocollimator using weak value amplification
- Observing angular deviations in light beam reflection via weak measurements
- Uncertainty limits for quantum metrology obtained from the statistics of weak measurements
- Properties and Applications of the Kirkwood-Dirac Distribution
- Optimal preselection and postselection in weak measurements for observing photonic spin Hall effect
- Enhanced weak-value amplification via photon recycling
- Weak-value-amplification analysis beyond the AAV limit of weak measurements
- Null Values and Quantum State Discrimination
- Unifying theory of quantum state estimation using past and future information
- Quantum-Enhanced Sensing from Hyper-Entanglement
- Improving the precision of weak-value-amplification with two cascaded Michelson interferometers based on Vernier-effect
- Theory of Compression Channels for Postselected Quantum Metrology
- Theory and experiment for resource-efficient joint weak-measurement
- Direct experimental test of commutation relation via weak value
- Robust interferometric sensing using two-photon interference
- Disembodiment of arbitrary number of properties in quantum Cheshire cat experiment
- Kirkwood-Dirac classical pure states
- Joint weak value for all order coupling using continuous variable and qubit probe
- Probabilistic Metrology Attains Macroscopic Cloning of Quantum Clocks
- Null weak values in multi-level systems
- Interferometric sensing of the tilt angle of a Gaussian beam
- General approach of weak-to-strong measurement transition for Fock-state-based pointer states
- Studying the squeezing effect and phase space distribution of single-photon-added coherent state using postselected von Neumann measurement
- Probabilistic magnetometry with two-spin system in diamond
- Postselected amplification applied to Mach-Zehnder-interferometer for phase shift measurement of optical coherent states
- Sensing electrons during an adiabatic coherent transport passage
- Overcoming experimental limitations in a non-linear two-qubit gate through postselection
- On the Power of Weak Measurements in Separating Quantum States
- Quality analysis for precision metrology based on joint weak measurements without discarding readout data
- State distinguishability under weak measurement and post-selection: A unified system and device perspective
- Mitigating Source and Detection Noises in Auto-correlative Weak-Value Amplification
- A brief overview and some comments on the weak measurement protocol
- Time Derivatives of Weak Values
- Amplitude-squared squeezing of Schrödinger cat states via Postselected von Neumann Measurement