LTSpice: Slew-Rate; Full-Power Bandwith; FFT Analysis

Поделиться
HTML-код
  • Опубликовано: 20 янв 2025

Комментарии • 11

  • @antony7048
    @antony7048 4 года назад +1

    You explain way better than my teacher ! Thank you :D

  • @david_6063
    @david_6063 Год назад

    It seems to me, that in most applications we wouldn't want to be slew rate limited. That is, we would want to hit the 3dB corner (f_3dB), or the full power BW, before we hit the slew rate frequency (f_SR). We can check if this is the case from the op-amp's data sheet, which gives us its GBP (gain-bw-product) and its SR (slew-rate).
    We have: GBP = (A_CL)(f_3dB) or f_3dB = GBP/A_CL. We also have SR = 2(pi)(Vout_pk)(f_SR) , or f_SR = SR/((2pi)(Vo_pk)). Using Vo_pk = (Vin_pk)(A_CL) this last equation can be written as f_SR = SR/((2pi)(Vin_pk)(A_CL)). So we need f_SR > f_3dB, or SR/((2pi)(Vin_pk)(A_CL)) > GBP/A_CL, or SR/((2pi)(Vin_pk)) > GBP.
    If this isn't true then our application needs an op-amp with a larger SR and or a smaller GBP (or we need a redesign where we start with a smaller input signal Vin_pk). Am I thinking about this correctly? Thanks!! And beautiful job on teaching about closed loop f_3dB and SR !!.

  • @heardingcatscollective5510
    @heardingcatscollective5510 4 года назад +1

    These videos are really great, thanks for making them, seriously. I do have one question: When I attempt FFT, I do not have the same parameters available that you have. For instance, I have no "Window function" or anything below "Number of Points". I have the latest version of LTSpice for MacOS (Version:17.0.21.0). I've searched for this info elsewhere to no avail. Is this something simple I am missing?

  • @mehmetcanbicen12
    @mehmetcanbicen12 7 лет назад +1

    Awesome video, thanks for the insight.

    • @mateoaboytube
      @mateoaboytube  7 лет назад

      Thank you. I am glad you found it insightful!

  • @alexanderadventurous
    @alexanderadventurous 4 года назад +1

    Well done.

  • @GOLD33N13
    @GOLD33N13 2 года назад

    Excellent Thanks

  • @onnobokhove
    @onnobokhove 7 месяцев назад

    Hi, how do I generate the system of equations for a drawn circuit, please?

  • @hugoribeiro8281
    @hugoribeiro8281 5 лет назад +1

    Many thanks ;)

  • @davidcorredor6776
    @davidcorredor6776 6 лет назад +1

    A thousand likes if I could! Thank you! Thank you!

    • @mateoaboytube
      @mateoaboytube  6 лет назад

      David Corredor I’m glad you liked it!