How to observe Fresnel diffraction at home?

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SUMMARY

This discussion focuses on observing Fresnel diffraction at home using a He-Ne laser, a short-focal lens, a pinhole, and an adjustable aperture. Participants explore the feasibility of using a common laser pointer as an alternative and discuss the optimal pinhole size, which ranges from 0.1 to 1 mm. The conversation highlights that a positive lens is essential for converting the laser beam into a converging cone of light, which facilitates the observation of Fresnel rings near the focus.

PREREQUISITES
  • Understanding of Fresnel diffraction principles
  • Knowledge of laser optics, specifically He-Ne laser operation
  • Familiarity with optical components such as lenses and pinholes
  • Basic skills in setting up optical experiments
NEXT STEPS
  • Research the differences between Fraunhofer and Fresnel diffraction
  • Learn about the characteristics and applications of He-Ne lasers
  • Investigate the design and function of positive lenses in optical setups
  • Explore methods for constructing homemade optical experiments
USEFUL FOR

Physics enthusiasts, amateur scientists, and educators interested in practical optics experiments and diffraction phenomena.

jinawee
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I would like to see the difference between Fraunhofer and Fresnel diffraction with a homemade setup. Has anyone achieved this?



In this example, it seems that the main components are a He-Ne laser, a short-focal lens, a pinhole and an adjustable aperture.

I have some doubts about the possible alternative materials. Would a common laser pointer have the same effect? What lens should I need? What pinhole do you recommend? I've seen that the optimum size is around 0.1-1 mm.

Thanks.
 
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You could observe the same effects at the edge of a sharp razor blade.
You will need a positive lens to covert your laser beam into a converging cone of light that passes through the exit pupil. Diffraction at the exit pupil
causes Fresnel rings near the focus, which get smaller as the camera approaches the focus.
 

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