Angular Momentum:Calculating Omega with Energy Preservation Law

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The discussion centers on calculating the angular speed (omega) of two sticks that collide and stick together on a frictionless plane. The user initially attempts to apply the energy preservation law but realizes that energy is not conserved due to the inelastic nature of the collision. Participants clarify that mechanical energy conservation only applies in elastic collisions, and since the sticks stick together, the collision is classified as inelastic. The conversation emphasizes the importance of using angular momentum preservation for this scenario instead of energy conservation. The user acknowledges the mistake and thanks the participants for their input.
vlio20
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Hi to all,

the question is:

http://ufu.co.il/files/dyzh41xkp5amsfjpv4dk.png

the two sticks clash and stick one to the other, the plane is smooth friction.
the momentum of one stick (in it's own center of mass is 0.5*L^2*m).

the length of the sticks is L and the mass is m, the vertical's stick speed is v.

I have to find the angular speed (w- omega) that both sticks will rotate in, I have manged to do this with the angular momentum preservation law, and I would like to know how to this with energy preservation law.tnx

Homework Statement


Homework Equations


The Attempt at a Solution

 
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ok... my bad!
the energy is not the same before and after the clash- it is not an elastic clash
 
welcome to pf!

hi vlio20! welcome to pf! :smile:
vlio20 said:
… I would like to know how to this with energy preservation law.

you can't :redface:, it isn't! :biggrin:

(mechanical) energy is never conserved unless the question says so

in this case, it obviously isn't conserved, because the two bodies stick together, so it's a perfectly https://www.physicsforums.com/library.php?do=view_item&itemid=38"

https://www.physicsforums.com/library.php?do=view_item&itemid=53" and energy are enough to solve a problem … any extra equation (like a geometrical constraint) means that something has to go, and that's always the energy equation :wink:
 
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oops!

oops! :biggrin:
 
yes I have understand my mistake after I posted it.
the collision is a plastic and not elastic

tnx
 
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