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Determinate and Indeterminate Beam
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- Опубликовано: 7 авг 2020
- This video is about determinacy of a beam. If a beam can be analyzed with the help of three equilibrium equations that is, summation of vertical, horizontal and moment equals to zero. Then it will be a determinate beam otherwise its a indeterminate beam. Also there is a formula used to find out the determinacy of a beam. In this lecture we cover the formula used to differentiate between the determinate and indeterminate beams. For more details please watch full video.
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#Determinate_Indeterminate_beams
R=3n
R-no of reaction
n=no of member
R=3n (determinant)
R>3n(indeterminant)
R
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damn, why can't i like this more than once? thank you so much for the explination sir, the best out there
Thank you, this really cleared things up for me!
You were able to understand him?
Thanks
Outstanding
Good job SIR
Superb love from Afghanistan 🇦🇫❤
Amazing sir. Your Lectures are great
Thanks a lot
Our professor is so bad to teach.. this lecture help me so much! Thank you sir!
Happy to help
I watched over 13 videos
I didn't understand
But i watched this video once i understand it for the first time
Thanksss
How come problem 4 becomes unstable? As we have vertical and horizontal reactions and on the application of load it sustains external loads without deformation then please can you explain how it can be unstable without using equations?
@@brianrobb6995 what , useless reason
Wonderfull explanation sir....
Keep watching
Nicely Explained...Superb sir....
Thanks and welcome
8:12 sir but according to degree of static determinacy it is stable 5-3=2 it is stable . sir please check and clear my doubt
you are correct, that should be statically indeterminate by 2 degree
If reaction of beam is sloved by equation of equilibrium then the beam is determinant beam and if reaction of beam is not solved by equation of equilibrium then beam is indeterminant beam
You make it so easy thank u sir
So nice of you
❤ thank you sir ☺
Most welcome 😊
❤❤❤❤ you're the best🎉🎉
Thank you
You're welcome 😊
Thank you so much
You're most welcome
Welldone sir
Thanks
Very clear thanks
You are welcome
Thank you
You're welcome
thanks sir from mech student..
Welcome
So what is Stable structure?
Nice lecture
Thanks and welcome
thank you 🤗
You're welcome 😊
Thanks🥰
You’re welcome 😊
R=3n.. Is very usefull
Thanks
Thanks so much sir
Most welcome
About example 4.... Y do you say it have having 2members......yet it is just one member surported at different points.....with out a pin
Thanks sir
Welcome 🥰
Cantilever beam is indeterminate structure 'coz one end is free bro???
No cantilever beam is determinate structure
THIS VIDEO IS F WRONGGG!!!