Determining Appropriate Focal Length

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SUMMARY

The discussion focuses on determining the appropriate focal length for a laser diode lens using the formula 1/ƒ = 1/μ + 1/σ. In this scenario, the object is considered infinitely far away, simplifying the equation to 1/ƒ = 1/μ. Participants clarify that the "image" refers to the point of emission from the laser diode, and the focal length should equal the distance from this point to the lens. To find this distance, users are advised to refer to the laser's spec sheet for beam diameter and divergence angle, noting the elliptical nature of the beam and potential astigmatism.

PREREQUISITES
  • Understanding of optical physics, specifically lens equations
  • Familiarity with laser diode specifications and characteristics
  • Knowledge of beam divergence and beam diameter concepts
  • Ability to interpret schematic diagrams related to optical setups
NEXT STEPS
  • Research how to calculate focal length using beam diameter and divergence angle
  • Learn about the effects of astigmatism in laser beams and how to correct it
  • Explore the specifications of different laser diodes and their applications
  • Study the principles of lens design and selection for laser applications
USEFUL FOR

Optical engineers, laser technicians, and anyone involved in designing or optimizing laser systems will benefit from this discussion.

MxwllsPersuasns
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So I'm working on a project where we're deciding a new lens to use for our laser diode. I need to determine the appropriate focal length based on the equation: 1/ƒ = 1/μ + 1/σ where ƒ is our focal length, μ is the distance from the lens to image and σ is distance from lens to object. For the purposes of our project we've determined we can assume that our object is infinitely far away and thus we have 1/ƒ = 1/μ or our focal length should be the same as the distance from our lens to our image.

Now I just need some help finding that distance. I was looking on the schematic diagram for our laser diode and wanted to determine that distance. I imagined the distance from the "image" to the lens for a laser (as opposed to a camera) would be from the point of emission of the laser to the lens. I've attached a picture of this schematic, if anyone can help me find the distance σ I would truly appreciate it.

** The little distance indicator that I drew in pencil on the diagram is where I believed the distance σ would be. But there's no way to determine this distance from the info given.
 
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Sorry but I coulnd't understand the phisical situation.

You have a laser a lens and a plane where the image will be formed, right? Where should the object be?
 
Yes we have laser light coming out of a laser diode (what I interpret to be the "image" -- please correct me if I am wrong) which then passes through and gets refracted by a lens and which then travels through a crystal and through a beamsplitter into photo-detectors. Now we can assume the object that the laser is hitting is far enough away such that we can neglect the term associated with it. This then means the equation 1/ƒ = 1/σ tells us the appropriate focal length will be the length from the "image" (again, where the laser is emitted, I believe) to the lens.

I need to find that distance.
 
From the LASER spec sheet, look up the beam diameter and the beam divergence angle. From these, calculate where a point would have to be to match the listed values. Note that the beam from a bare diode laser is elliptical, not circular; i.e. there is a lot of astigmatism. Some, not all, prepackaged diode lasers have a built-in correction lens to yield a somewhat circular beam.
 

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