Computed tomography of cylindrically symmetric object by use of digital holography

Zhelang Pan; Shiping Li; Jingang Zhong

doi:10.1117/12.2020521

13 May 2013 Computed tomography of cylindrically symmetric object by use of digital holography

Zhelang Pan, Shiping Li, Jingang Zhong

Proceedings Volume 8788, Optical Measurement Systems for Industrial Inspection VIII; 87883K (2013) https://doi.org/10.1117/12.2020521
Event: SPIE Optical Metrology 2013, 2013, Munich, Germany

Abstract

Digital holographic tomography, a computed tomography by use of digital holography, has a huge potential for three-dimensional imaging of weakly-diffracting phase objects. But the need of multiple angles of illumination weakened imaging capability of dynamic objects. For cylindrically symmetric object, we can use complex amplitude data of single hologram under zero incidence angles to replace the other complex amplitude data under different incidence angles. Therefore, it is possible to achieve the dynamic imaging of cylindrically symmetric objects. The digital holographic tomography can provide a way for the dynamic imaging of phase-type objects having a cylindrically symmetric structure. We report an experimental example of the capillary tube having a cylindrically symmetric structure. Tomography of the capillary tube is performed by filtered back-projection algorithm and Fourier diffraction algorithm respectively to reconstruct the 3-D map of refractive index. Experimental results show that, comparing with the filtered back-projection reconstruction, diffraction tomography based on the Rytov approximation better respects the dimensions of the capillary tube.

Citation Download Citation

Zhelang Pan, Shiping Li, and Jingang Zhong "Computed tomography of cylindrically symmetric object by use of digital holography", Proc. SPIE 8788, Optical Measurement Systems for Industrial Inspection VIII, 87883K (13 May 2013); https://doi.org/10.1117/12.2020521

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KEYWORDS

Digital holography

Tomography

Capillaries

Diffraction

Holography

Reconstruction algorithms

Holograms

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