139N. High frequency: transfer functions, lower pass and high pass response.

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  • Опубликовано: 23 дек 2024
  • Analog Circuit Design (New 2019)
    Professor Ali Hajimiri
    California Institute of Technology (Caltech)
    chic.caltech.ed...
    © Copyright, Ali Hajimiri

Комментарии • 12

  • @AliHajimiriChannel
    @AliHajimiriChannel  5 лет назад +23

    @46:00 the correct expression is: p1~ -1/b1 and p2~-b1/b2.

    • @abrahamkennedy3016
      @abrahamkennedy3016 5 лет назад

      it's out of topic but, this video is uploaded on 21 Mar 2019, how this comment can be done "2 weeks ago"?? Before publishing it! I'm confused!

    • @AliHajimiriChannel
      @AliHajimiriChannel  5 лет назад +4

      It was written at the time of original upload, not the time of public release.

  • @timk2572
    @timk2572 5 лет назад +10

    The best mathematical interpretation of electronics. I wish there were lecturers like him back the times I was undergrad. Thanks a lot for the useful content

  • @ggmb1032
    @ggmb1032 2 года назад

    Thank so much sir. I wish many professors can teach like you. God bless you and your family.

  • @BharadwajSubramaniamdude
    @BharadwajSubramaniamdude Год назад +2

    @42:20 the expresssion for b2 after dominant pole approx. , that seems dimenionally inconsistent ryt? in the expression derived for general purpose its of the form 1/PiPj and after approx is (p2/p1) which doesn't have any dimension .

    • @nurahmedomar
      @nurahmedomar 7 месяцев назад

      I have the same wonder. It does not match the general expression of b2 = sigma sigma (1/PiPj)

  • @adnanemessai6957
    @adnanemessai6957 4 года назад

    From 8"10 ~ 9"10, you are explaining time invariance through system causality; these are two different concepts. Anyway, the course is very good, congrat!

  • @marioselia5453
    @marioselia5453 2 года назад

    Hello Professor. Quick question. What is the proof that our coefficients a & b are real? Thanks!

  • @corydiehl764
    @corydiehl764 5 лет назад

    Can't wait to go back and study Volterra Series.

  • @TomTheDutchy
    @TomTheDutchy 5 лет назад

    Very good explanation 👍

  • @adnanemessai6957
    @adnanemessai6957 4 года назад +1

    @15"04, The expression : H(s) = L{h(t)} is true if the Initial conditions (IC) are equal to zero.