8 1 1 Euler Bernoulli Beam

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  • Опубликовано: 26 авг 2024
  • Reference: sameradeeb.srv....
    Video production was funded by the University of Alberta Provost's Digital Learning Committee.
    Thanks to the CTL production team at UoA for their video editing: uofa.ualberta....

Комментарии • 11

  • @seidbenlmkadem4789
    @seidbenlmkadem4789 7 лет назад +13

    im so confused

  • @yashsinha6405
    @yashsinha6405 5 лет назад

    Good work.... Would have been better if you have shown how to solve principal stresses

  • @madalitsonjobvucristoclear
    @madalitsonjobvucristoclear 7 лет назад +2

    is there a way to solve a beam that is made out of wood. orthotropic material

    • @jeetu007pk
      @jeetu007pk 6 лет назад

      you can use modern FEM code for strength analysis.. orthopedic stiffness matrix can help

  • @Tramorn
    @Tramorn 7 лет назад

    Thanks

  • @ahmadafiq5304
    @ahmadafiq5304 3 года назад

    Is Euler Bernouli Beam Theory Obey Hookes Law

  • @Crookqt
    @Crookqt 4 года назад

    E*I*y''''[x] + ro*A*y''[t]=0 isnt this the beam equation? And not E*I*y''''[x]=0?

  • @akwaajohn124
    @akwaajohn124 4 года назад

    please why is the q = 0 in the example 3

    • @Samer_Adeeb
      @Samer_Adeeb  4 года назад

      q represents the distributed load acting on the beam.

    • @akwaajohn124
      @akwaajohn124 4 года назад

      @@Samer_Adeeb So Please under a point load the dynamic beam equation generally becomes mass X acceleration EI (∂^4 y)/〖∂x〗^4 =-µ(∂^2 y)/(∂x^2 )