Proceedings IEEE International Symposium on Biomedical Imaging
DOI: 10.1109/isbi.2002.1029334
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Digital dispersion compensation in optical coherence tomography

Abstract: We present and experimentally demonstrate a novel dispersion compensation algorithm for Optical Coherence Tomography that can account for both material and delay-line induced dispersion. It is a Fast Fourier Transform based algorithm that simultaneously corrects for the dispersion at all depths in a material, so that longer scan ranges are possible than can be compensated by optically correcting the dispersion at a particular depth. Such an algorithm becomes necessary when large bandwidth illumination or a lar… Show more

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“…Where b and c are linear constants; n is a vector of linear elements from -1 to 1. This phase which is equal and opposite to the physical wavelength-dependent path length shift is multiplied to each element of the spectrum in order to compensate the dispersion (Marks et al, 2002). The FFT is taken in the last to get the depth resolved profile (McKeown, 2010).…”
Section: Signal Processing In Octmentioning
confidence: 99%
“…Where b and c are linear constants; n is a vector of linear elements from -1 to 1. This phase which is equal and opposite to the physical wavelength-dependent path length shift is multiplied to each element of the spectrum in order to compensate the dispersion (Marks et al, 2002). The FFT is taken in the last to get the depth resolved profile (McKeown, 2010).…”
Section: Signal Processing In Octmentioning
confidence: 99%