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your explanation is nice
solid presentation.
Glad you liked it! 🙂
how can we apply this virtual work principle in beam bending problems ? It seems to be not that straight forward to calculate the factor "a/L".
We still have to make those videos. We plan to work those in a few weeks.
how we can solve virtual works problems in mechanics
@Michel van Biezen Good day Sir, why take the fraction a/L???
Think of it this way, the larger "a" is the larger Rb is. It is the fractional distance along the bearm.
you can solve by proportional sides bcoz the triangles are similar
@@MichelvanBiezen Thats an easy way to confuse people. Using multiple maths tricks and assuming knowlege is never a good idea.
Fraction of that???
If the rightmost point moves up by du, then the point where F is applied moves up by a/L*du.
You use the théorème of Thalès : dx/du=a/L , because we look for the déplacement dx of the force F, with the proportionality
your explanation is nice
solid presentation.
Glad you liked it! 🙂
how can we apply this virtual work principle in beam bending problems ? It seems to be not that straight forward to calculate the factor "a/L".
We still have to make those videos. We plan to work those in a few weeks.
how we can solve virtual works problems in mechanics
@Michel van Biezen Good day Sir, why take the fraction a/L???
Think of it this way, the larger "a" is the larger Rb is. It is the fractional distance along the bearm.
you can solve by proportional sides bcoz the triangles are similar
@@MichelvanBiezen Thats an easy way to confuse people.
Using multiple maths tricks and assuming knowlege is never a good idea.
Fraction of that???
If the rightmost point moves up by du, then the point where F is applied moves up by a/L*du.
You use the théorème of Thalès : dx/du=a/L , because we look for the déplacement dx of the force F, with the proportionality