Phase-Based Approaches for Rapid Construction of Magnetic Fields in NV Magnetometry

• URL: http://arxiv.org/abs/2408.11069v2
• Date: Thu, 22 Aug 2024 07:21:10 GMT
• Title: Phase-Based Approaches for Rapid Construction of Magnetic Fields in NV Magnetometry
• Authors: Prabhat Anand, Ankit Khandelwal, Achanna Anil Kumar, M Girish Chandra, Pavan K Reddy, Anuj Bathla, Dasika Shishir, Kasturi Saha,
• Abstract summary: This paper looks into estimating the magnetic field from the Optically Detected Magnetic Resonances (ODMR) signal. Mapping the shifts of ODMR signals to phase estimation, a computationally efficient approaches are proposed. Results show a significant reduction in computational time with the proposed method over existing methods.
• Score: 9.378134074181768
• License: http://creativecommons.org/licenses/by-nc-sa/4.0/
• Abstract: With the second quantum revolution underway, quantum-enhanced sensors are moving from laboratory demonstrations to field deployments, providing enhanced and even new capabilities. Signal processing and operational software is becoming integral parts of these emerging sensing systems to reap the benefits of this progress. This paper looks into widefield Nitrogen Vacancy Center-based magnetometry and focuses on estimating the magnetic field from the Optically Detected Magnetic Resonances (ODMR) signal, a crucial output for various applications. Mapping the shifts of ODMR signals to phase estimation, a computationally efficient approaches are proposed. Involving Fourier Transform and Filtering as pre-processing steps, the suggested approaches involve linear curve fit or complex frequency estimation based on well-known super-resolution technique Estimation of Signal Parameters via Rotational Invariant Techniques (ESPRIT). The existing methods in the quantum sensing literature take different routes based on Lorentzian fitting for determining magnetic field maps. To showcase the functionality and effectiveness of the suggested techniques, relevant results, based on experimental data are provided, which shows a significant reduction in computational time with the proposed method over existing methods

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