Power Spectral Density

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  • Опубликовано: 6 фев 2025

Комментарии • 10

  • @tol-mol-ke-bol
    @tol-mol-ke-bol 2 года назад

    That glass analogy is epic. I am showing this to my mates.

  • @jesseli9868
    @jesseli9868 2 года назад +1

    Enjoyed the metaphor, it makes the concept very intuitive yet you can still tell it has its roots in the underlying mathematics.

  • @jjxie3291
    @jjxie3291 2 года назад +2

    The metaphor is very good, very vivid and wonderful

  • @JianJiao-y4t
    @JianJiao-y4t Год назад

    Great introduction. It explains things to me. Thank you!

  • @kidflix8562
    @kidflix8562 3 года назад +1

    Great and fun explanation! Thanks!

  • @alirezasadeghi2560
    @alirezasadeghi2560 2 года назад

    Perfect , Best explanation

  • @evanparshall1323
    @evanparshall1323 2 года назад

    Great video. The only thing that should be explained more clearly is signal resolution. I had to look that up. In this video, higher resolution means it takes shorter time for the signal to be measured. The sampling rate is fixed for all signals in this video. Resolution = Sampling Rate (fixed in this video) / Duration of signal (number of samples)

    • @SimcenterTesting
      @SimcenterTesting  2 года назад

      This article might be a helpful supplement: community.sw.siemens.com/s/article/digital-signal-processing-sampling-rates-bandwidth-spectral-lines-and-more

  • @jolan6616
    @jolan6616 3 года назад

    Very clear, thank you

  • @TheSpinninHead
    @TheSpinninHead 6 месяцев назад

    Can you make one video using audacity too? I want psd curve in it