Lecture 6 Problem's on Degree of freedom for beams nd frames

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  • Опубликовано: 9 сен 2024

Комментарии • 15

  • @uvaraj6328
    @uvaraj6328 4 месяца назад

    Well explained

  • @kumarbabu7799
    @kumarbabu7799 2 года назад +1

    Thank you mam for your detail explanation

  • @dasarisri2234
    @dasarisri2234 3 года назад +2

    Internal hinge Dk= 4. x,y,teta1,teta2

  • @dasarisri2234
    @dasarisri2234 3 года назад +1

    Dk for. Hinge== 4

  • @yahyasaglamtunc828
    @yahyasaglamtunc828 2 месяца назад

    Hello, I have been watching your video but I noticed a contradictory point with another video. I am attaching the link to that video, (ruclips.net/video/mC4KHIPdYKo/видео.html) if you do not want to open the link you can try to search for "Ram Kinhikar-Calculation of Degree Of Freedom. (DOF)" video, which is a 13:31 duration video. ıf you go to minute 10:43, you will see he is investigating the same frame structure as on your 07:12 min. So, He says 6 DOF for the system and you say 3, can you explain how?

    • @kimsarte1941
      @kimsarte1941 Месяц назад

      Hello! The degree of freedom in this video is different from the link you sent. I think this video will answer your question (ruclips.net/video/0NDE7rZMz0s/видео.html)

  • @effortnemabwe5618
    @effortnemabwe5618 2 года назад +1

    Is DOF same as Dk

    • @poojahegaje3426
      @poojahegaje3426  2 года назад

      Yes

    • @effortnemabwe5618
      @effortnemabwe5618 2 года назад

      @@poojahegaje3426 well l have omr complex question which l want to ask but l don't know how l can reachout to you, its a picture question

    • @effortnemabwe5618
      @effortnemabwe5618 2 года назад

      @@poojahegaje3426 how do we get Calculated DOF . And how do we get DOF of members

    • @poojahegaje3426
      @poojahegaje3426  2 года назад

      @@effortnemabwe5618 u can refer the previous video. U can upload the image of problems

    • @effortnemabwe5618
      @effortnemabwe5618 2 года назад

      @@poojahegaje3426 where should I upload the image of the problem