How can I go from high school level to understanding advanced optics?

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SUMMARY

To transition from a high school understanding to advanced optics, one must focus on the mathematical foundations essential for the field. Key topics include spatial light modulators, Fourier planes, wave optics, and interference patterns. Mastery of applied mathematics is crucial, as optics heavily relies on mathematical concepts. Engaging with a structured mathematics program will provide the necessary skills to comprehend complex optical equations and theories.

PREREQUISITES
  • Applied mathematics for optics
  • Understanding of spatial light modulators
  • Familiarity with Fourier optics
  • Knowledge of wave optics and interference patterns
NEXT STEPS
  • Study applied mathematics focusing on calculus and linear algebra
  • Research spatial light modulators and their applications
  • Explore Fourier optics and its relevance to image processing
  • Learn about wave optics and interference phenomena
USEFUL FOR

Students transitioning from high school to advanced optics, educators in physics, and anyone interested in the mathematical principles underlying optical technologies.

nicetonietzche
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I've long had a fascination with optics and have deicded to study it seriously. I want to go from high school level education to being able to understand ’ðs; xÞ ¼ Ai s 
x
2
 2
þ iax
" #
exp as 
ax2
2 
ix3
12 þ ia2 x
2 þ is
x
2
 
:
or something to that effect. I want to learn about spatial light modulators, Fourier planes, wave optics, holography, interference patterns, the whole works. I just need someone to point me in the right direction. Where do I start?
 
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You're looking at a mathematics program.
Optics is essentially applied mathematics, as you've already discovered. The nice thing is that facility with the mathematics needed for optics is also an open sesame for electronics more generally.
Go for it and good luck!
 

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