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Learning outcomes |
The main objective of this course is to disseminate the principles of Computational Optics and its applications, as well as the basic concepts of physical and geometric optics that allow for its understanding. By the end of this course, the student should be able to understand the physical, mathematical, and computational fundamentals applied to the analysis and processing of different image modalities. The student should be able to create optical and optoelectronic assemblies, mainly based on digital holography, for the analysis of biological samples and the non-destructive analysis of surfaces. The student should also be able to use image processing techniques in the optical phase reconstruction of different types of samples.
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Main Bibliography |
1. COMPUTATIONAL FOURIER OPTICS: A MATLAB tutorial, David Voeltz, 1ª Ed. SPIE Press, 2011
2. A LABORATORY MANUAL IN BIOPHOTONICS, Vadim Backman et al, CRC Press, 2018
3. TISSUE OPTICS, Valery Tuchin, 3rd Ed., SPIE Press, 2015
4. DIGITAL HOLOGRAPHIC MICROSCOPY: Principles, Techniques, and Applications, Myung K. Kim, Springer, 2011
5. Óptica e Fotónica, Mário Ferreira, Lidel edições técnicas Lda. (2003)
6. Introduction to Fourier optics. Goodman, J. W.. Roberts and Company publishers (2005).
Scientific articles related to the subject published in specialized scientific journals.
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