Angular momentum has the same SI units as momentum.

Slides:



Advertisements
Similar presentations
ConcepTest 8.9 Moment of Inertia
Advertisements

Chapter 13.
Rolling, Torque, and Angular Momentum Rolling: Translation and Rotation Friction and Rolling Yo-yo Torque: A Cross Product Angular Momentum Newton’s Second.
(W= weight!) W = m  g The main force acting on the body is the gravitational force! Gravitational force W applies at the center of gravity CG of the.
Angular Impulse Chapter 13 KINE 3301 Biomechanics of Human Movement.
Translational vs. rotational motion  Translational Motion  What we talked about in earlier units  Motion of the center of mass  Rotational Motion 
Chapter 9 Rotational Dynamics.
2008 Physics 2111 Fundamentals of Physics Chapter 11 1 Fundamentals of Physics Chapter 12 Rolling, Torque & Angular Momentum 1.Rolling 2.The Kinetic Energy.
Warm Up Ch. 9 & 10 1.What is the relationship between period and frequency? (define and include formulas) 2.If an object rotates at 0.5 Hz. What is the.
Rotational Dynamics Chapter 9.
MHS Physics Department AP Unit I E 2 Torque and rotational statics.
Chapter 11 Angular Momentum.
Chapter 12: Rolling, Torque and Angular Momentum.
EGR 280 Mechanics 18 – Impulse and Momentum of Rigid Bodies.
Physical Modeling, Fall Centripetal (or Radial) Acceleration The change of v can be in magnitude, direction, or both.
Rotational Conservation. Angular Momentum Conserved  With no net external torque, angular momentum is constant. The angular momentum of an isolated system.
Physics 101: Lecture 15, Pg 1 Physics 101: Lecture 15 Impulse and Momentum l Today’s lecture will be a review of Chapters and l New material:
Angular Momentum. Inertia and Velocity  In the law of action we began with mass and acceleration F = maF = ma  This was generalized to use momentum:
Angular Momentum. Moments  The moment of a vector at a point is the wedge product.  This is applied to physical variables in rotating systems. Applied.
Chapter 8 Rotational Equilibrium and Rotational Dynamics.
Work Let us examine the work done by a torque applied to a system. This is a small amount of the total work done by a torque to move an object a small.
Chapter 11 Angular Momentum; General Rotation 11-2 Vector Cross Product; Torque as a Vector 11-3Angular Momentum of a Particle 11-4 Angular Momentum and.
Copyright © 2012 Pearson Education Inc. Angular momentum Physics 7C lecture 14 Thursday November 14, 8:00 AM – 9:20 AM Engineering Hall 1200.
8.4. Newton’s Second Law for Rotational Motion
Student is expected to understand the physics of rotating objects.
Chapter 9: Rotational Dynamics
Angular Kinetics After reading this chapter, the student should be able to: Define torque and discuss the characteristics of a torque. State the angular.
Chapter C14 Conservation of angular momentum Problem S.2 Due Wednesday.
Angular Momentum Section 9.7.
Rotational Motion Chapter 6, 8 and 9. Acceleration in a Circle  Acceleration occurs when velocity changes  This means either speed OR direction changes.
Rotational Motion. Tangential and Rotational Velocity.
Rotational Dynamics Chapter 8 Section 3.
Make-up Labs Arrange with Viktor in BSB-117 Physics 1D03 - Lecture 31.
9.4. Newton’s Second Law for Rotational Motion A model airplane on a guideline has a mass m and is flying on a circle of radius r (top view). A net tangential.
Seesaws.
Chapter 12. Equilibrium 1. Introduction 2. Equilibrium 3. The Conditions for Equilibrium.
1 Rotation of a Rigid Body Readings: Chapter How can we characterize the acceleration during rotation? - translational acceleration and - angular.
Fsinf The tendency of a force to rotate an
Angular Momentum. Angular Momentum ( L ) Conservation of Momentum The total angular momentum of a rotating object remains constant if the net torque.
0.
Static Equilibrium Physics 150/250 Center of Mass Types of Motion
Chapter 9 Rotational Dynamics
Cutnell/Johnson Physics 8th edition Reading Quiz Questions
Angular Momentum Chapter 11. Definition of Angular Momentum First – definition of torque: τ = Frsinθ the direction is either clockwise or counterclockwise.
Angular Momentum Chapter Notes. Angular Momentum Recall that linear momentum is equal to an object’s mass times its velocity Anything that rotates.
Chapter 8 Rotational Motion and Equilibrium. Units of Chapter 8 Rigid Bodies, Translations, and Rotations Torque, Equilibrium, and Stability Rotational.
Angular Momentum The “inertia of rotation” of rotating objects is called angular momentum (L). This is analogous to “inertia of motion”, which was momentum.
AP Physics 1 Exam Review Session 3
< initial velocity of Object B > initial velocity of Object B
F1 F2 If F1 = F2… …no change in motion (by Newton’s 1st Law)
Goals for Chapter 10 To learn what is meant by torque
Chapter12: Equilibrium Consider these four objects:
Ch 8 : Rotational Motion .
Lecture Rigid Body Dynamics.
Angular Momentum 7.2.
College Physics, 7th Edition
Physics 111: Lecture 22 Today’s Agenda
PHED 3 Exercise Physiology Angular Momentum
Angular Momentum.
Honors Physics 1 Class 12 Fall 2013
Momentum.
Hour 6 Conservation of Angular Momentum
Chapter 8.
Sect. 11.4: Conservation of Angular Momentum
Linear Motion can provide Angular
11.7   Angular Momentum Figure shows a particle of mass m with linear momentum as it passes through point A in an xy plane. The angular.
Dynamics of Rotational Motion
Experiment 5: Rotational Dynamics and Angular Momentum 8.01 W10D1
Angular Momentum.
Chapter 8 Rotational Equilibrium and Dynamics
Presentation transcript:

Angular momentum has the same SI units as momentum. True False

A kitten is placed on a spinning disk near the edge A kitten is placed on a spinning disk near the edge. Angular velocity is measured and determined to be constant. At this point, the kitten walks towards the center of the disk. Angular velocity of the system increases decreases stays the same.

When the sum of torques of all external forces acting on an object sum to zero, we say…. angular momentum is conserved the object is in equilibrium both A and B.

For a system to be in equilibrium, the sum of external forces must be zero the sum of torques due to external forces must be zero. both A and B.

A constant force applied to the center of mass of a rigid body usually produces rotation. True False

Did you have a great and restorative Fall break? Yes No Meh…