Explanation of optical phenomena in light of Feynman's Theory

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SUMMARY

Prof. Richard Feynman's second lecture in the QED series provides a detailed explanation of reflection from a plane mirror and the functioning of a diffraction grating using his theory of probability amplitudes. While he touches on single slit diffraction, he refrains from elaborating on single and double slit diffraction to avoid overwhelming the audience. The discussion seeks a comprehensive explanation of these phenomena within the framework of Feynman's probability amplitudes theory.

PREREQUISITES
  • Understanding of Feynman's QED theory
  • Familiarity with optical phenomena such as reflection and diffraction
  • Basic knowledge of probability amplitudes
  • Awareness of lecture series structure in physics education
NEXT STEPS
  • Study Feynman's QED series, focusing on Lecture 2 for foundational concepts
  • Research single slit and double slit diffraction in the context of quantum mechanics
  • Explore Fresnel diffraction and its applications in optics
  • Examine probability amplitudes and their role in explaining optical phenomena
USEFUL FOR

Students of physics, educators in optics, and anyone interested in the quantum mechanical interpretation of light phenomena will benefit from this discussion.

Wrichik Basu
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In his second lecture of the QED series (see below), Prof. Richard Feynman explains the phenomenon of reflection from a plane mirror, and then the working of a diffraction grating with his theory of arrows (probability amplitudes), and we see that how the new theory, which is much moved from the real world, clearly explains the two phenomena.

But Prof. Feynman does not go into the explanation of other optical phenomena like single and double slit diffraction, though he slightly mentions the single slit diffraction at one point. He says that many of the audience might not know what these phenomena are, and hence, he doesn't complicate his lecture unnecessarily.

I want to have a clear explanation of single slit, double slit and Frensel diffraction in this theory, that is, in terms of probability amplitudes and like the way Prof. Feynman explains the other two phenomena. Can anyone give a proper explanation in light of this theory?

 
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