Muller-Breslau Principle for Influence Lines - Intro to Structural Analysis

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  • Опубликовано: 4 окт 2024
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Комментарии • 14

  • @flamingfirenetwork
    @flamingfirenetwork Год назад +3

    I was only at 1 minute 59 sec when i angrily hit the suscribe button
    I have watched tons of videos, but the way you explain the shear and moment shape gave me a clearer understanding of what I have been watching since.
    Thanks so much sir

  • @sebastiaandevylder978
    @sebastiaandevylder978 9 месяцев назад

    Wow, the way you just explain influence lines with this easy example helps me a ton. I had some difficulty in visualizing it and now they are all gone. Thanks!

  • @davidk.6436
    @davidk.6436 10 месяцев назад

    Dear Prof.
    You saved my structural test!
    Love you so much from HK!

  • @flamingfirenetwork
    @flamingfirenetwork Год назад +4

    I am already at 4 minute and honestly, I need to thank you again. You really understand the principle
    Best video on IL ever

  • @SenodhJayasinghe
    @SenodhJayasinghe 2 месяца назад

    Great video !!! I cant express my gratitude enough. you made everything so perfectly clear! :))

  • @PradeepKumar-vn1xq
    @PradeepKumar-vn1xq 2 года назад +3

    Thank you so much Prof. Very practical experience today I had.

  • @Apoorv111
    @Apoorv111 2 года назад +3

    Very well explanation sir..👏 👏

  • @JuanRomero-to1rh
    @JuanRomero-to1rh 2 года назад

    Great video

  • @anthonysilumelume5763
    @anthonysilumelume5763 Год назад

    At 8:00 minutes on the drawing of the moment influence line, it formed a valley but according to your explanation, it shouldn't form a valley

    • @StructuresProfH
      @StructuresProfH  11 месяцев назад +2

      Sorry, perhaps I was not clear. When finding a moment influence line, the location of interest will always be the highest point (or tied for it) in that nearby region. So there are technically three ways this can happen:
      (1) an actual peak: /\
      (2) a slope up followed by a plateau: /͞
      (3) a plateau followed by a slope down: ͞ \
      Note that in all three cases, the change in angle is always happening in the same direction so we say that this "peaks" at the point of interest. Using a similar definition, a "valley" would look like \/ _/ or \_.
      In the drawing you reference, the left hand side is fixed, which forces the slope to be zero. Meaning this influence line looks like option (3) a plateau followed by a slope down. We do get a valley of course, but not AT the location of interest, but rather AFTER the location of interest.

  • @harshjha7266
    @harshjha7266 2 года назад +2

    RESPECT +++++++++++++++++++++++++++++

  • @dominicmahinay7718
    @dominicmahinay7718 2 года назад

    6:46