Single-slit diffraction using phasors

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  • čas přidán 16. 07. 2024
  • Using phasors to investigate the interference pattern I(θ) produced when a wave diffracts through a single slit of finite width a.
    To support the channel: ko-fi.com/benyelverton
    About me: I studied Physics at the University of Cambridge, then stayed on to get a PhD in Astronomy. During my PhD, I also spent four years teaching Physics undergraduates at the university. Now, I'm working as a private tutor, teaching Physics & Maths up to A Level standard.
    My website: benyelverton.com/
    #physics #mathematics #diffraction #interference #light #waves #singleslit #laser #intensity #amplitude #oscillations #fringes #phasors #trigonometry #circle #arclength #arc #limit #angle #sector #exponential #complexnumbers #arganddiagram #superposition #soundwaves #electromagneticwaves #physicsproblems #maths #math #science #education

Komentáře • 10

  • @elibrahimi1169
    @elibrahimi1169 Před 4 měsíci +1

    my teacher talked to me about this, and i was searching for a while
    and there i go, thanks SIr Ben

  • @justmax8145
    @justmax8145 Před měsícem

    Great video

  • @abbasibrahim9435
    @abbasibrahim9435 Před měsícem

    Its too good. Now, i am gonna share this with my classmates. There was an exam on this topic an nobody understood the lecture. So, everyone just memorized the proof and wrote in the exam

    • @DrBenYelverton
      @DrBenYelverton  Před měsícem

      Thanks for your support, I'm glad this helped with your understanding!

  • @Songoku-ov1gr
    @Songoku-ov1gr Před 3 měsíci

    Thanks Ben,
    A clear and concise explanation,. You're a great teacher because you explain each and every relevant step along the way so that even I could follow along. I'll definitely check out your channel when I have time.

    • @DrBenYelverton
      @DrBenYelverton  Před 3 měsíci

      Thanks for saying so, I'm glad this was helpful!

  • @mingmiao364
    @mingmiao364 Před 4 měsíci +1

    Brilliant! From 6:02 I thought you'd sum a geometric series but the geometric method is really slick

    • @elibrahimi1169
      @elibrahimi1169 Před 4 měsíci +1

      same i thought he'd find a way around that e^nphi if he did the geometric series approach, instead his way of doing it was splendid non the less

    • @DrBenYelverton
      @DrBenYelverton  Před 4 měsíci +1

      Doing it algebraically works well too but I like this method a lot!