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Numerical refractive index correction for the stitching procedure in tomographic quantitative phase imaging.

Piotr Stępień1, Michał Ziemczonok1, Małgorzata Kujawińska1

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Quantitative phase imaging (QPI) struggles with refractive index (RI) baselines for large objects. This study introduces a method using overlapping regions to establish RI offsets, improving volume stitching and accuracy.

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Area of Science:

  • Biomedical Imaging
  • Optical Physics

Background:

  • Tomographic quantitative phase imaging (QPI) requires a stable refractive index (RI) baseline for accurate measurements.
  • Large, dense biological samples often exceed the field of view, necessitating stitching of multiple volumes.
  • This stitching process can introduce RI baseline errors when the mounting medium is not accessible for all measurements.

Purpose of the Study:

  • To address the challenge of establishing a consistent RI baseline in tomographic QPI for large, multi-volume samples.
  • To propose a novel method for calculating RI offsets using overlapping regions between reconstructed volumes.
  • To validate the enhanced 2D baseline correction (2D-BC) method for improved tomographic QPI accuracy.

Main Methods:

  • Developing a method to calculate RI offsets based on overlapping regions of adjacent reconstructed volumes.
  • Demonstrating the analogy between the proposed 3D RI offset calculation and established 2D baseline correction (2D-BC) techniques.
  • Validating the enhanced 2D-BC procedure on both synthetic datasets and a real biological sample (liver organoid).

Main Results:

  • Successfully established a method for determining RI offsets in QPI volumes lacking a direct mounting medium baseline.
  • Showcased that RI offset determination can be simplified to a 2D-BC analogous procedure.
  • Validated the enhanced 2D-BC approach, demonstrating its effectiveness in improving the accuracy of stitched QPI volumes.

Conclusions:

  • The proposed method effectively resolves the RI baseline problem in tomographic QPI for extended samples.
  • The reduction of the 3D offset problem to a 2D-BC analogous procedure simplifies and enhances data processing.
  • This work provides a validated solution for accurate volumetric reconstruction in QPI of complex biological structures.