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2) The sphere of mass, m₁ is moving to the right on a smooth horizontal plane with a velocity u₁ when it impacts (at right angles) a slender bar of mass, m2 that has a mass center velocity u₂ to the right and an initial angular velocity (), clockwise. If the coefficient of restitution is e, set up the equations needed to solve for the final velocity V₁ of the sphere, the final mass center velocity V2 of the bar, as well as the final angular velocity of of the bar. Take the moment of inertia of the bar w.r.t. the mass center, G as Ī. 11 mi m1 Wi d d G G V2 U2 ma m2

2) The sphere of mass, m₁ is moving to the right on a smooth horizontal plane with a velocity u₁ when it impacts (at right angles) a slender bar of mass, m2 that has a mass center velocity u₂ to the right and an initial angular velocity (), clockwise. If the coefficient of restitution is e, set up the equations needed to solve for the final velocity V₁ of the sphere, the final mass center velocity V2 of the bar, as well as the final angular velocity of of the bar. Take the moment of inertia of the bar w.r.t. the mass center, G as Ī. 11 mi m1 Wi d d G G V2 U2 ma m2

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Please use the Rigid Bodies method from vector dynamics. 

2) The sphere of mass, m₁ is moving to the right on a smooth horizontal plane with a velocity u₁ when it impacts (at right angles) a slender bar of mass, m2 that has a mass center velocity u₂ to the right and an initial angular velocity (), clockwise. If the coefficient of restitution is e, set up the equations needed to solve for the final velocity V₁ of the sphere, the final mass center velocity V2 of the bar, as well as the final angular velocity of of the bar. Take the moment of inertia of the bar w.r.t. the mass center, G as Ī. 11 mi m1 Wi d d G G V2 U2 ma m2
Transcribed Image Text:2) The sphere of mass, m₁ is moving to the right on a smooth horizontal plane with a velocity u₁ when it impacts (at right angles) a slender bar of mass, m2 that has a mass center velocity u₂ to the right and an initial angular velocity (), clockwise. If the coefficient of restitution is e, set up the equations needed to solve for the final velocity V₁ of the sphere, the final mass center velocity V2 of the bar, as well as the final angular velocity of of the bar. Take the moment of inertia of the bar w.r.t. the mass center, G as Ī. 11 mi m1 Wi d d G G V2 U2 ma m2
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