What is a decibel: sound pressure level (dB SPL) and other types of dB - Ep. 02

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  • Опубликовано: 25 авг 2024

Комментарии • 10

  • @kartikvenugopal3211
    @kartikvenugopal3211 9 дней назад

    Liked and subscribed. Great video!

  • @DivoLakota
    @DivoLakota 9 месяцев назад +1

    Very well explained.

  • @princessceballos
    @princessceballos Год назад +1

    wow well put together and supe helpful!

  • @profesormundial
    @profesormundial 5 дней назад

    I have a mems microphone with16 bits digital output and -26 dbFS of sensibility.
    I need to make a db meter.
    How convert this digital output to spl db ?
    Thank you for your video

    • @AwesomeAcousticsEnglish
      @AwesomeAcousticsEnglish  5 дней назад

      Hello!
      Typically there has to be a calibration procedure, I think there could be different procedures and I'm not sure what is the best one for your specific product, but for example for Brüel & Kjær microphones you can use a B&K type 4231, it is a box which emits a specific frequency at a very specific pressure level (I think 1 kHz at 1 Pa), you insert the microphone inside, and then you can take note of what is the conversion. For B&K microphones you would look typically look at voltage rather than digtal values, but in an equivalent setup, if you get -10 dBFS at 1 Pa then you know that is the conversion, and from it you can convert anything else.
      You might also want to research the pistonphone calibration procedure

  • @simonpaz3322
    @simonpaz3322 Год назад +1

    awesome video

  • @antoninogambino
    @antoninogambino 11 месяцев назад

    Helpful, thank you!

  • @QWERT-xp3qt
    @QWERT-xp3qt 5 месяцев назад

    good video

  • @Matthew1028
    @Matthew1028 14 дней назад

    I've got several references to a threshold of pain (130 dB SPL) equating to 2.9 psi. However, when I convert 2.9 psi to Pa and get 19994 and I plug that in to the I(dB) equation 20*log10(19994/.0000203) where 20.3uPa is the reference threshold for hearing, I get 180 db. 63.24 Pa is 130 dB SPL, but that 63.24 Pa is 0.009172992 psi which is way off the 2.9 psi. What's going on?

    • @AwesomeAcousticsEnglish
      @AwesomeAcousticsEnglish  14 дней назад +1

      Hello! The 130 dB threshold of pain is correct. However, this equals to 63.24 Pascal (per the 3nd formula at 6:33), and converting that to psi it gives 0.009137. 130 dB SPL for sure doesn't equal 2.9 psi.