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Reconstruction accuracy enhancement of fiber shape sensing by Kabsch-algorithm-based pose correction
Optics Express
|March 18, 2026
Summary
Fiber-optic shape sensing accuracy is improved using Kabsch-algorithm-based pose correction. This method enhances the transformation matrix (TM) algorithm, significantly reducing errors in minimally invasive procedure navigation.
Area of Science:
- Medical instrumentation
- Robotics and intelligent systems
- Computational geometry
Background:
- Fiber-optic shape sensing is crucial for minimally invasive procedure navigation.
- Existing shape reconstruction algorithms (FS, RMF, HEM, TM) suffer from error accumulation, limiting distal tip accuracy.
- Noise sources like strain and angular deviations further degrade reconstruction fidelity.
Purpose of the Study:
- To theoretically compare the reconstruction accuracy and noise robustness of four common fiber-optic shape sensing algorithms.
- To propose and evaluate a novel Kabsch-algorithm-based pose correction method to enhance shape reconstruction accuracy.
- To assess the improved accuracy for complex paths relevant to clinical applications.
Main Methods:
- Theoretical comparison of Frenet-Serret frame (FS), rotation minimizing frame (RMF), helical extension method (HEM), and transformation matrix (TM) algorithms.
- Analysis of algorithm performance under noise-free and noisy conditions (strain and angular noise).
- Implementation and evaluation of Kabsch-algorithm-based pose correction to refine principal axis direction.
Main Results:
- In noise-free conditions, the TM algorithm demonstrated the lowest reconstruction error.
- TM algorithm accuracy degraded under strain and angular noise, particularly at high spatial resolution.
- Kabsch-algorithm-based pose correction significantly improved TM algorithm accuracy, exceeding 35.7% under coupled noise and up to 42.7% under angular noise.
- For a brachial-artery-to-heart path, pose correction reduced mean shape reconstruction error by 28% (from 1.25mm to 0.90mm).
Conclusions:
- The transformation matrix (TM) algorithm shows promise for clinical tip localization but requires noise mitigation.
- Kabsch-algorithm-based pose correction offers a simple yet effective method to enhance the accuracy of fiber-optic shape sensing, especially for complex paths.
- This study provides guidance for selecting noise-robust reconstruction methods and highlights the potential of pose correction for improving navigation in minimally invasive procedures.
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