Optics - Imaging from focal plane

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SUMMARY

The discussion centers on the behavior of paraxial rays in relation to a lens with a focal length denoted as ##f##. When an object is placed at the focal length to the left of the lens, the resulting image is indeed at infinity. The image can be interpreted as a virtual image to the left of the lens or a real image to the right, but both interpretations yield the same result in calculations, specifically in the context of the thin lens equation where both "-1/∞" and "+1/∞" equate to zero.

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  • Understanding of paraxial ray approximation
  • Familiarity with thin lens equations
  • Knowledge of focal lengths in optics
  • Basic concepts of virtual and real images
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  • Study the thin lens equation in detail
  • Explore the concept of paraxial approximation in optics
  • Research the differences between virtual and real images
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Wminus
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Hi!

Assume paraxial rays. If I have a lens with a focal length ##f## and I place an object at the focal length to the left of the lens, the image will be at infinity. Correct? But will it be imaged in infinity to the left or right of the lens?

If I am looking into the lens from the right I will see the object as very far away, right? So i guess the image is to the left of the lens?

Thank you for all replies
 
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I suppose you could consider it either way: as a virtual image at infinity to the left (as in your example), or as a real image at infinity to the right. It doesn't make any difference in calculations (e.g. in the thin lens equation), because "-1/∞" and "+1/∞" are both zero.
 
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