Castigliano's Theorem in Under 10 Minutes [NEW VERSION LINKED BELOW!!!]

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  • Опубліковано 6 січ 2025

КОМЕНТАРІ • 24

  • @Mamdouh_
    @Mamdouh_ 3 роки тому +5

    great informative not boring content, thank you

  • @Pain-Addict
    @Pain-Addict 3 роки тому +1

    Man you saved me multiple time I wish I were your student. Can we have these less boring short lectures for thermodynamic and the remaining of fluid mechanics. Thank you sir.

  • @callumedwards141
    @callumedwards141 3 роки тому +7

    Very useful for my Uni work, Thank you!! I did have to play it at 0.75 speed to keep up tho hahah

  • @quabenaspanky267
    @quabenaspanky267 2 роки тому +2

    You teach very fast and it's more like teaching those who already know.
    I suggest you take your time and break the concept down to make it understandable for anyone

  • @iftekharrousseau493
    @iftekharrousseau493 4 роки тому +1

    best explanation so far!!!!

  • @bobingvar8433
    @bobingvar8433 3 роки тому +1

    This saved my exam, thanks!

  • @amirahnasr553
    @amirahnasr553 2 роки тому +2

    @ 05:11 why does dM^2/dP simplify to 2M*(dM/dP) please? I am particularly confused about where the 2 come from

  • @cogitateandabet
    @cogitateandabet 4 роки тому +2

    @ 06:34 I think l/2 should be indicated in between Q and P.

  • @adityapalmate8425
    @adityapalmate8425 10 місяців тому

    hope this saves me in midterm

  • @Black_2Queen
    @Black_2Queen 2 роки тому

    It's helpful..... thanks 😊

  • @pranjalagarwal5933
    @pranjalagarwal5933 4 роки тому +3

    what is the difference between direct and transverse shear??

    • @LessBoringLectures
      @LessBoringLectures  4 роки тому +3

      In a very summarized way, whenever bending moments exist, we call it transverse shear (e.g. long beam or cantilever subjected to transverse loads). When bending moments aren't present or barely there, we consider the direct shear (e.g. cutting paper with scissors).

    • @pranjalagarwal5933
      @pranjalagarwal5933 4 роки тому

      @@LessBoringLectures So the internal shear stress in beams due to loading(along the cross-section of the beam) is an example of direct or transverse shear??

    • @LessBoringLectures
      @LessBoringLectures  3 роки тому +1

      @@pranjalagarwal5933 Shear forces on a beam, which is what you're describing, causes transverse shear.

  • @jawadrafi3855
    @jawadrafi3855 3 роки тому

    If it's uniformly distributed then moment calculation is same as well?

  • @lashawndemel7460
    @lashawndemel7460 Рік тому +1

    HOW DID THE 2 COME IN FRONT OF M ?

  • @vilivont4436
    @vilivont4436 4 роки тому +1

    Great Great

  • @ivanovlopez3605
    @ivanovlopez3605 2 роки тому

    cool

  • @joythiauru5858
    @joythiauru5858 18 годин тому

    you are moving way too fast man