Got a question regarding the sleeve: when the bar AB is in a fixed position, why doesn’t the sleeve slide down? Gravity is pulling it down and there’s no support in the vertical direction.
Yes, its a mistake, in the spring force calculation. In k*delta the value of delta should be cos component of the length of the rod. Thank you for indicating error.
Correction......At time 2.27 second: In value [ K* delta], delta will be L Cos(theta) instead of L Sin(theta)
yeah,it was creating a doubt .
you r right bro i have same query
yes Lsin60
Yes
Thank you. I finally understood virtual work because of you.🤩
Sir you are awesome mechanics teacher
delta is L COS(@) and not L SIN(@)
Yes it is an error..It is already there in my comment..plz. COrrect cos instead of sin
Yes u are right
Got a question regarding the sleeve: when the bar AB is in a fixed position, why doesn’t the sleeve slide down? Gravity is pulling it down and there’s no support in the vertical direction.
Very Nicely explained... thanks sir
Most welcome
Great video 😊
Keep going man thanks😍
Thank you
At 18:10 dell = Lcos(theta) and not Lsin(theta)
Yes Dear It is written wrongly, the same is there at 2.27Sec. Thank you for identifying it. Please make suitable correction in your solution.
Sir correct value of k after solving will be 72.168N per m
this video is helpful
I have a question which I want to ask with you please provide the medium through which I send problem
Thank you
thankyou sir
shoulndt be delta=Lcos(theta)
Yes, its a mistake, in the spring force calculation. In k*delta the value of delta should be cos component of the length of the rod. Thank you for indicating error.
Explanation you wont find anywhere else
we can directly do by balancing torque, don't know why we use this stupid method
but in examination , if its written solve this use virtual work method , then???
del L eqauls L cos theta, and not sin theta! check that! the result is false.
you teach worse than my professor