Title
Development of mathematical models for quantitative OCT: A review
Author
Leonidas Mindrinos
Department of Mathematics, National Technical University of Athens
Abstract
We review mathematical models describing how Optical Coherence Tomography works. Hereby, we focus on models based on Maxwell's equations and their simplifications. We highlight especially the effects of different modeling assumptions for the incident illumination, the medium, the light propagation, and the measurement setup and illustrate the qualitatively differing behavior in numerical simulations of the OCT data and compare them with real data from OCT measurements.
Keywords
optical coherence tomographymathematical modelingGaussian waveMaxwell's equationsscattering theoryexperimental data
Object type
Language
English [eng]
Persistent identifier
https://phaidra.univie.ac.at/o:2045834
Appeared in
Title
AIMS Mathematics
Volume
8
Issue
2
ISSN
2473-6988
Issued
2023
From page
2508
To page
2531
Publisher
American Institute of Mathematical Sciences (AIMS)
Date issued
2023
Access rights
Rights statement
© 2023 the Author(s)
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