explain with an example the internal force of a system do not contribute to the motion of its centre of mass. plz ans fast
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with out mass the movementum will not occurs.
bharathkumat08pdc4rz:
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it happens due to the Newton's third law...
the net external force is always equal to the net internal force..
therefore, the momentum also becomes zero..
so, the internal force of a system do not contribute to the motion of its centre of mass..
for example:-
considered two billiards balls of mass m , one above the other falling under gravity. then the external force becomes 2 mg pointing down. now suppose we add a compressed springs in between the balls . this spring exerts a force f on top ball pointing up. and it must exert an opposite force on the bottom ball namely force f pointing down. therefore the total force is
mg- f (pointing down from the top ball) + mg + f (pointing down from the bottom ball). In the sum the force is cancelled out . so the total force is again 2 mg .
here you can see the internal force of a system do not contribute for the motion ...
the net external force is always equal to the net internal force..
therefore, the momentum also becomes zero..
so, the internal force of a system do not contribute to the motion of its centre of mass..
for example:-
considered two billiards balls of mass m , one above the other falling under gravity. then the external force becomes 2 mg pointing down. now suppose we add a compressed springs in between the balls . this spring exerts a force f on top ball pointing up. and it must exert an opposite force on the bottom ball namely force f pointing down. therefore the total force is
mg- f (pointing down from the top ball) + mg + f (pointing down from the bottom ball). In the sum the force is cancelled out . so the total force is again 2 mg .
here you can see the internal force of a system do not contribute for the motion ...
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