By Schnakenberg J.
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Additional resources for Algorithmen in der Quantentheorie und statistischen Physik
Numerical reconstruction 49 50 3 Digital Holography Fig. 6. Masked digital hologram Fig. 7. 2 Numerical Reconstruction Fig. 8. Masked digital hologram Fig. 9. 2 Reconstruction by the Convolution Approach The numerical processing of the Fresnel-Kirchhoff integral Eq. 1) resp. 4) without approximation is time consuming. For numerical processing a different but equivalent formulation is much more suitable. This formulation makes use of the convolution theorem and is named "convolution approach" within the scope of this article.
2 Numerical Reconstruction Fig. 8. Masked digital hologram Fig. 9. 2 Reconstruction by the Convolution Approach The numerical processing of the Fresnel-Kirchhoff integral Eq. 1) resp. 4) without approximation is time consuming. For numerical processing a different but equivalent formulation is much more suitable. This formulation makes use of the convolution theorem and is named "convolution approach" within the scope of this article. Demetrakopoulos and Mittra applied this way of processing for numerical reconstruction of sub optical holograms for the first time .
Corresponding points of the virtual image (which coincide with the original object points) and of the real image are located at equal distances from the hologram plane, but at opposite sides of it. The background and the foreground of the real image are therefore exchanged. The real image appears with the “wrong perspective”. It is called a pseudoscopic image, in contrast to a normal or orthoscopic image. g. fluids or gases . HI is a non-contact, non-destructive method with very high sensitivity.
Algorithmen in der Quantentheorie und statistischen Physik by Schnakenberg J.