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File: Dynamics Pdf 158101 | Lecturech10
chapter 10 rotational motion copyright 2009 pearson education inc units of chapter 10 angular quantities vector nature of angular quantities constant angular acceleration torque rotational dynamics torque and rotational inertia ...

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                                      Chapter 10
                            Rotational Motion
         Copyright © 2009 Pearson Education, Inc.
                                   Units of Chapter 10
              • Angular Quantities
              • Vector Nature of Angular Quantities
              • Constant Angular Acceleration
              • Torque
              • Rotational Dynamics; Torque and Rotational 
              Inertia
              • Solving Problems in Rotational Dynamics
         Copyright © 2009 Pearson Education, Inc.
                                   Units of Chapter 10
              • Determining Moments of Inertia
              • Rotational Kinetic Energy
              • Rotational Plus Translational Motion; Rolling
              • Why Does a Rolling Sphere Slow Down?
         Copyright © 2009 Pearson Education, Inc.
                                   10-1 Angular Quantities
                                                In purely rotational motion, all 
                                                                                              
                                                points on the object move in 
                                                circles around the axis of 
                                                                                                      
                                                rotation (“O”). The radius of   
                                                the circle is R. All points on a 
                                                straight line drawn through the 
                                                axis move through the same 
                                                angle in the same time. The 
                                                                     
                                                angle θ in radians is defined:
                                                                              l ,           
                                                                             R
                                                where l is the arc length.
                                                                        
          Copyright © 2009 Pearson Education, Inc.
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...Chapter rotational motion copyright pearson education inc units of angular quantities vector nature constant acceleration torque dynamics and inertia solving problems in determining moments kinetic energy plus translational rolling why does a sphere slow down purely all points on the object move circles around axis rotation o radius circle is r straight line drawn through same angle time radians defined l where arc length...

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