20-MDOF system- Normalization of mode shapes.

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  • Опубліковано 19 вер 2024
  • Contents:
    04:21 Normalization using first amplitude
    05:36 Normalization using maximum amplitude
    07:44 Normalization using a normalization factor
    13:55 Normalized modal matrix
    15:10 Orthogonality condition using normalized modal matrix
    22:18 Summary of Orthogonality condition using normalized modal matrix
    26:33 Example

КОМЕНТАРІ • 11

  • @salahsalahhamadi5626
    @salahsalahhamadi5626 3 місяці тому

    Thank you very much Dr.Mohamed for the informative video

  • @user-ml3cu8gs8n
    @user-ml3cu8gs8n 3 роки тому +1

    Thank you so much, Dr. Mohamed! It is my pleasure to watch your lectures. Looking forward to the continuation :)

  • @kemuelrapisora2920
    @kemuelrapisora2920 2 роки тому +1

    Thank you for the lectures, Dr. Mohamed. In the Philippines, I'm a university student. Your directions and videos are really easy to understand. I somehow check your videos, virtually all of them in the Dynamics of Structures playlist, before going to class, so that while I'm in class, I at least have a broad concept of the material. Thank you!

  • @anthonybotting9799
    @anthonybotting9799 2 роки тому

    Thank you Dr. I have been seeking the methodology for creating the Mass-Normalized Eigenvectors! Very, very helpful.

  • @hsaghbari
    @hsaghbari 3 роки тому +1

    Thanks very clear doctor

  • @حيدرخضيرحسن-ك4خ
    @حيدرخضيرحسن-ك4خ 3 роки тому +1

    Thank you very much

  • @AJ-et3vf
    @AJ-et3vf 2 роки тому

    Great video sir! Thank you! I would like to ask what would be the interpretation of the mode shape if it is a complex mode shape, like in when it is not proportionally damped?

  • @ahmedreshi5697
    @ahmedreshi5697 5 місяців тому

    1/0/6 is not 1.62 its 1.67. Little correction 30:22

  • @victorgranlund2333
    @victorgranlund2333 2 роки тому

    What do we do if the eigenvector of the mode contains negative values and we want to mass normalize the mode? Do we take the absolute of the eigenvector or not?

  • @Engr-Hassanshehwarshah
    @Engr-Hassanshehwarshah 2 роки тому

    Dear Sir
    Could you tell me this topic "Linear Oscillators with Multiple Degrees of Freedom Free Undamped Vibrations" is same you gave on lecture sir i'm confusing on "linear oscillators" if you will give me reply i'm very grateful

  • @evansherlock6330
    @evansherlock6330 2 роки тому

    How do you add normalized vectors?