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Accuracy improvement of two-dimensional shape reconstruction based on OFDR using first-order differential local
Optics Express
|June 11, 2024
Summary
Fake peaks in optical frequency domain reflectometry (OFDR) strain data hinder accurate 2D shape reconstruction. A new filtering method significantly reduces these errors, improving shape reconstruction accuracy for bending structures.
Area of Science:
- Optoelectronics
- Optical Sensing
- Metrology
Background:
- Two-dimensional (2D) shape reconstruction accuracy is compromised by spurious peaks in strain data obtained via optical frequency domain reflectometry (OFDR).
- These artifacts, often referred to as fake peaks, introduce significant errors in reconstructed shapes.
- Existing methods lack effective strategies to mitigate these strain distribution anomalies.
Purpose of the Study:
- To propose and validate a post-processing method for enhancing 2D shape reconstruction accuracy in OFDR systems.
- To suppress fake peaks in strain distribution data.
- To improve the reliability and precision of reconstructed 2D shapes.
Main Methods:
- Development of a post-processing technique utilizing first-order differential local filtering.
- Analysis of 2D shape reconstruction principles and error sources, including fake peaks.
- Simulation-based verification of the filtering method's feasibility.
- Experimental implementation using a custom OFDR 2D shape reconstruction system.
Main Results:
- Experimental validation on up bending, down bending, and arch bending configurations.
- Significant reduction in end errors for shape reconstruction: from 2.33% to 0.25% (up bending), 2.97% to 0.78% (down bending), and 1.07% to 0.20% (arch bending) over 0.5 m.
- Demonstrated effectiveness of first-order differential local filtering in suppressing fake peaks.
Conclusions:
- First-order differential local filtering is an effective post-processing method to improve OFDR-based 2D shape reconstruction accuracy.
- The proposed method successfully mitigates errors caused by fake peaks in strain data.
- This technique offers a practical solution for enhancing the precision of 2D shape reconstruction in various bending scenarios.
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