[Diffraction] Can a glass slide magnify an object on it?

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SUMMARY

The discussion centers on the optical setup involving a microscope glass slide and the recording of diffraction patterns. The user employs the angular spectrum method for numerical back-propagation of the diffraction pattern, noting a discrepancy between the physical distance (10 mm) and the required numerical back-propagation distance (40 mm). Participants clarify that the glass slide does not magnify the diffraction pattern and emphasize the importance of phase information for accurate reconstruction of the original object.

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  • Understanding of diffraction patterns in optics
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  • Knowledge of phase information in imaging systems
  • Basic principles of microscopy and optical setups
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  • Explore techniques for capturing phase information in optical systems
  • Study the principles of diffraction and its effects on imaging
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I have the following optical setup, in which the goal is to record the diffraction pattern of a sample on an image detector some distance away. In this particular case, the sample is sitting on a standard microscope glass slide.

Mf3tW2o.jpg

Now, after recording the diffraction pattern, I numerically back-propagate it (using the angular spectrum method) to the sample plane. The distance between the image detector and sample is ~10 mm. However, in order to reproduce the original image of the sample, I need to numerically back-propagate 40 mm.

I'm not sure why this might be happening, so I was wondering: Could it be possible that the glass slide is effectively magnifying the diffraction pattern of the sample? If not, why would there be such a large discrepancy between the actual physical distance, and the numerically propagated distance?
 
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What do you record with your image detector?
Do you have any phase information. If not, then you cannot reconstruct the original object.
What do you mean by "back-propagate"?
 

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