UDL and Point Loaded Beam. ''Support Reactions''
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- Опубліковано 10 лют 2025
- In this video it is explained how to calculate support reactions of a beam having point and UDL loading. First of all total load acting on the bean is calculated then reaction at point R2 is calculated once reaction at point R2 is determined then reaction at point R1 is calculated which is R1 is equal to total load minus R2.
Good video, found it useful for my structural engineering assessment
Thank you for your comment, I know how it feels when you get help from UA-cam which matches to your assignment 😜.
Excellent explanation
.thanks
Thank you for your great compliment Sir.
Hey 👋
I love the whole video idea stuff,
What I'm seeing and what you're saying doesn't sound alike, I guess you forgot to re-check before posting .
Tank u, it really helped
what if the UDL was spread across let's say 4m? Would I still calculate with the whole length of the beam or with length of the UDL?
Thanks for your question. We calculate UDL wherever it is separated on beam. We also need to add beam length too, for example points on beam. A to D etc. Whatever comes (load) on the beam between the points it should be calculated.
SFD or BMD ka calculation pls Sir
You are taking moment at a certain point. 99kN is actually in kN-metre
Thanks for correction
Upload a video on resultant force
Thank you for your recommendation. Ok I will do that Sir.
Sir please upload video of drawing SMD and BMD above question
Thank you for your comment. Ok I will upload it soon 👍
Requested video is uploaded with SFD and BMD
You are not using correct method there is some mistakes in your problem correct it or delete the video, don't distract the students
Thank you so much for your message. Really! I think this is the simplest way of calculating support reaction. Please point out the mistakes so I can get them correct. Thanks
What if the point loads are in upward direction?
Thanks for your comment, point load upwards 🤔 never heard or seen them, can you give an example? I guess you mean reactions, these can be upwards and in the form of point loads.
@@educationforall1442 Suspension bridge.
Yeh sfd OR bmd ko vedio pls Sir
Thank you for your message I will do it currently I am busy with my exams
Draw the diagram in a good manner
Ok sir it will be soon uploaded. Thanks
SFD and BMD is uploaded for the requested problem
the intro song is cool
Sir es problem ka sfd and bmd ka digram video bana lo
Ok I will try to do for perticular example. But something similar to this example had already been explained in my videos
Sir plzz upload sfd and bm diagram for above question
Thank you for your question. I am currently having software issue and I cannot upload the video, once I get it sorted I will upload it for you. Thanks again
SFD and BMD is uploaded for the requested problem watch the video
Yeh Udl question ka