Bernoulli's Equation Including Losses (Lesson 4, Part 1)

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  • Опубликовано: 2 ноя 2024

Комментарии • 9

  • @FATMANUR-bm5gd
    @FATMANUR-bm5gd 2 года назад

    I was bored because I had to study fluid mechanics. But strangely, after watching this video I became interested in it. This man surely knows how to teach.

  • @mondomeccano
    @mondomeccano 2 года назад +1

    These videos are so clear and simple - Thank you. The problem I am having is that you need to know the velocity to find the Reynolds number, and then to find that f= 0.03, so you can estimate the velocity. This appears to be a circular problem where we need to know the velocity before finding it.

    • @fluidsexplained1901
      @fluidsexplained1901  2 года назад +1

      This is true. However, if you have a very rough idea of the velocity, you can then estimate f. Most pipe systems operate under highly turbulent flow somewhere between Re=10,000 and 100,000. And within this range, there is not a massive difference in the f value if you look at a Moody Diagram. SO by making a few assumptions, you could get a reasonable estimate of the velocity.

    • @mondomeccano
      @mondomeccano 2 года назад +1

      @@fluidsexplained1901 Thanks for your reply. I have done just that and iterated with some simple code and get the answer I'm looking for.

    • @3dprintwiz378
      @3dprintwiz378 2 года назад

      @@fluidsexplained1901 So where did you get the rough estimate of velocity? Did you get it from the ideal flow state which was it 0.358 L/s?

    • @3dprintwiz378
      @3dprintwiz378 2 года назад

      @@mondomeccano Can you show me how you did it?

  • @marielawilson7139
    @marielawilson7139 2 года назад

    Is it safe to assume there are no exit losses in this system as the pipe discharges to the atmosphere?