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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): Fma 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 Fma 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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