Reversed Spot Diagram: Image & Point Source Effects

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Discussion Overview

The discussion revolves around the effects of reversing an optical system on the spot diagram, specifically addressing how to extrapolate new spot sizes from known values when the imaging plane and object plane are swapped. The conversation includes considerations of magnification and the use of transition matrices in optical modeling.

Discussion Character

  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • One participant questions whether new spot sizes can be extrapolated from old ones when reversing the imaging and object planes, and if this process depends on magnification.
  • Another participant suggests that knowing the transition matrix allows for extrapolation, equating the reversal process to finding an image from an object using the optical system.
  • A different viewpoint posits that simply multiplying the spot sizes by the magnification factor may not be sufficient due to potential complexities in the optical system.
  • Concerns are raised about the limitations of simulation software (Zemax) which requires inversion of the image and object planes for accurate modeling.
  • One participant notes the challenge of measuring spot sizes on a CCD when the optical system cannot be reversed directly.

Areas of Agreement / Disagreement

Participants express differing opinions on the feasibility of extrapolating spot sizes when reversing the optical system, indicating that there is no consensus on the method or its reliability.

Contextual Notes

Participants mention the importance of the transition matrix and the complexities involved in modeling optical systems, suggesting that assumptions and specific system characteristics play a significant role in the discussion.

Emperor42
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If you have an optics system where you know the spot diagram of the image at on imaging on one plain and projecting onto another. Where you know the spot size for a point source at a given distance from the centre of the field.

Now if you reverse the system where the imaging plain now becomes the object plain and vice versa, can you extrapolate the new spot sizes from the old ones? Does it depend on the magnification?
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If you know the transition matrix for the optical system, then yes.
This is exactly the same as just finding the image knowing the object and the optical system.

If you do not, instead you only only know what happens when experiments are done in the forward direction (ie spot pattern A turns into image spot pattern A'), then you will need to model the optical system using knowledge of the initial object and the initial image.
From there you can deduce the expected result of reversing the direction given the model and the assumptions the model is derived from.
This sort of thing occupies much of science and it is a foundational postulate of scientifiic investigation that this approach is useful.
 
If I know the magnification of the system, can I just extrapolate the size of the spots if I reverse the image and optical plain, by just multiplying their size by the magnification factor? Because of the reversibility factor of optics.
 
In general - no. There can be anything in the box marked "system".
Compare the result with a simple lens with that for a telescope.
 
Hmm... its just difficult because the way Zemax works you have to have the image and object plain inverted for it to work for some reason. I can't reverse the black box lens so I'm left in a situation where I know roughly the quality of the lens, but I can't measure exactly how the spots will look on my CCD.
 
Oh you are asking how to do it in the simulator??
No idea. Like you said, you'd have to reverse the order of the componets in the black box unless you can get hold of the transfer matrix directly, then you just invert it.
 

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