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File: Rotational Dynamics Pdf 158165 | Lecture18
lecture 18 physics i chapter 10 11 18 2013 rotational dynamics moment of inertia course website http faculty uml edu andriy danylov teaching physicsi lecture capture http echo360 uml edu ...

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                     Lecture 18
                                       Physics I
                      Chapter 10       11.18.2013
              Rotational Dynamics
               Moment of Inertia.
                           Course website:
                  http://faculty.uml.edu/Andriy_Danylov/Teaching/PhysicsI
                           Lecture Capture: 
                   http://echo360.uml.edu/danylov2013/physics1fall.html
   95.141, Fall 2013, Lecture 18
   Department of Physics and Applied Physics
         Outline
         Chapter 10
          Moment of Inertia
          Parallel Axis Theorem
          Rotational kinetic energy
          Rolling
    95.141, Fall 2013, Lecture 18
    Department of Physics and Applied Physics
                                     nd
                     Newton’s 2         law of rotation
                                                        nd
                  Force causes linear acceleration: (N.2  law):
                                           
                                    Fma
                      Torque causes angular acceleration:
                                           
                                       I
              I is the Moment of Inertia (rotational equivalent of mass)
     95.141, Fall 2013, Lecture 18
     Department of Physics and Applied Physics
              Moment of inertia of a single particle
        A point mass is located at a distance R from an axis of rotation. 
                    A force is applied perpendicular to R.
              Let’s find a relation between torque and angular acceleration:
                          By definition:      RFSin  RF
                        F       nd           Fma
                            N. 2  law:                  mR
               90        Recall, last class: a  R
                            As a result, torque is:
                 Rm                                2
                             R(mR)(mR )
         Moment of inertia of a single particle: I  mR2
                   Rotational N. 2nd law:      I
     95.141, Fall 2013, Lecture 18
    Department of Physics and Applied Physics
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...Lecture physics i chapter rotational dynamics moment of inertia course website http faculty uml edu andriy danylov teaching physicsi capture echo physicsfall html fall department and applied outline parallel axis theorem kinetic energy rolling nd newton s law rotation force causes linear acceleration n fma torque angular is the equivalent mass a single particle point located at distance r from an perpendicular to let find relation between by definition rfsin rf f mr recall last class as result rm...

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