Rotational Collisions

Slides:



Advertisements
Similar presentations
Angular Momentum The Silent Killer. Introduction Angular momentum is sometimes described as the rotational analog of linear momentum.linear momentum Angular.
Advertisements

Angular Quantities Correspondence between linear and rotational quantities:
R2-1 Physics I Review 2 Review Notes Exam 2. R2-2 Work.
Physics 1901 (Advanced) A/Prof Geraint F. Lewis Rm 557, A29
EGR 280 Mechanics 18 – Impulse and Momentum of Rigid Bodies.
Using the “Clicker” If you have a clicker now, and did not do this last time, please enter your ID in your clicker. First, turn on your clicker by sliding.
Chapter 11 Rolling, Torque, and Angular Momentum In this chapter we will cover the following topics: -Rolling of circular objects and its relationship.
1/23/ L IAP 2006  Last Lecture  Energy and Momentum of rotation  Today  More about Momentum of rotation  Important Concepts  Equations for.
Rigid Bodies Rigid Body = Extended body that moves as a unit Internal forces maintain body shape Mass Shape (Internal forces keep constant) Volume Center.
PH 201 Dr. Cecilia Vogel Lecture 20. REVIEW  Constant angular acceleration equations  Rotational Motion  torque OUTLINE  moment of inertia  angular.
Rotational Dynamics. Moment of Inertia The angular acceleration of a rotating rigid body is proportional to the net applied torque:  is inversely proportional.
Physics 2015: Rotational Motion Purpose Use the principle of conservation of energy to verify that gravitational potential energy can be converted into.
Plotting coordinates into your TI 84 Plus Calculator.
Chapter 10 Rotational Kinematics and Energy. Units of Chapter 10 Angular Position, Velocity, and Acceleration Rotational Kinematics Connections Between.
Spring Rigid Body Simulation. Spring Contents Unconstrained Collision Contact Resting Contact.
Chapter 9: Rotational Dynamics
Review for Test #3  Responsible for: - Chapters 9 (except 9.8), 10, and 11 (except 11.9) - The spring (6.2, 7.3, ) - Problems worked in class,
When the axis of rotation is fixed, all particles move in a circle. Because the object is rigid, they move through the same angular displacement in the.
Equations for Projectile Motion
Make-up Labs Arrange with Viktor in BSB-117 Physics 1D03 - Lecture 31.
Impulse and Momentum Impulse and momentum stem from Newton’s Second Law: Impulse (FΔt): The product of the force and the time it acts on an object. (N·s)
Spring Rigid Body Simulation. Spring Contents Unconstrained Collision Contact Resting Contact.
We’re on a roll! The Physics of Rotation. Rotational Momentum and Energy Chapter 12.
NM Unit 8 Topic(s): Angular Momentum Learning Goals: Adapt linear collision analysis for rotational collision analysis Develop a solution strategy to solve.
Momentum & Angular Momentum. Momentum Example on pg 178 in chapter 9 packet.
Momentum Chapter 9. Impulse and Momentum Applications  Science of Speed: Momentum Science of Speed: Momentum.
Angular Momentum Section 8.1 (Ewen et al. 2005) Objectives: Define and calculate moment of inertia. Define and calculate moment of inertia. Define and.
Physics 211 Second Sample Exam Fall 2004 Professors Aaron Dominguez and Gregory Snow Please print your name _______________________________________________________________.
Generator MS&T Physics 2135, Lab O5. Objectives  Study a generator powered by a falling mass.  Find the efficiency of the generator by examining how.
Motion with Constant Acceleration MS&T Physics 1135, Lab E2.
Coefficient of Friction MS&T Physics 1135, Lab O3.
Measurement, Errors, and PASCO Capstone MS&T Physics 1135, Lab O1.
A large wooden wheel of radius R and moment of inertia I w is mounted on an axle so as to rotate freely. A bullet of mass m b and speed v b is shot tangential.
Rotational Motion AP Physics C. Definitions and Formulas.
Physics 111 Lecture Summaries (Serway 8 th Edition): Lecture 1Chapter 1&3Measurement & Vectors Lecture 2 Chapter 2Motion in 1 Dimension (Kinematics) Lecture.
UNIT 6 Rotational Motion & Angular Momentum Rotational Dynamics, Inertia and Newton’s 2 nd Law for Rotation.
Exp. 5: Rotational Dynamics 1 st year physics laboratories University of Ottawa Fall
Rotational Motion.
Rotation with Constant Angular Acceleration
Energy and Momentum in Hitting a Softball
Conservation of Energy
M 97 b b M P a a M 1. Find the moment of inertia around P
Lecture Outline Chapter 10 Physics, 4th Edition James S. Walker
Causes of Rotation Sum the Torques.
Exp. 5: Rotational Dynamics
Plan for Today (AP Physics 2) C Testers Angular Motion Review – discuss and example problems B Testers Magnetism Free Response Problems (Individually)
Terry Jones James Lacy Daniel Caldwell
Honors Physics 1 Class 12 Fall 2013
Momentum Chapter 1 Section 3.
Make-up Labs Arrange with Victor in BSB-117 Physics 1D03 - Lecture 31.
Ap 1 – Rotational Motion Lab
Impulse and Collisions
11. Rotation Speed of rotation is often measured in rpm (revolutions per minute) To make something move in a circle you need a centripetal force Angular.
Rotational Kinematics and Energy
Momentum.
Devil physics The baddest class on campus AP Physics
Oscillatory Motion: the Pendulum
Chapter 10:Dynamics of Rotational Motion
Conservation of Energy
Lecture Outline Chapter 10 Physics, 4th Edition James S. Walker
Conservation of Energy
1st year physics laboratories
Using the “Clicker” If you have a clicker now, and did not do this last time, please enter your ID in your clicker. First, turn on your clicker by sliding.
Lecture Outline Chapter 10 Physics, 4th Edition James S. Walker
ROTATIONAL INERTIA AND THE ROTATIONAL SECOND LAW
Rotational Kinematics
Collisions Chapter 4.
Purpose Use the principle of conservation of energy to verify that gravitational potential energy can be converted into rotational kinetic energy and linear.
For linear motion, we know that Ekin = p2/2m.
Presentation transcript:

Rotational Collisions MS&T Physics 1135, Lab E5

Objectives Use rotational collisions to study the conservation of angular momentum when two or more rotating objects interact. Note: You will need to level the apparatus to get the best results possible. You will also need to apply force to the smart pulley to keep it in contact with the disk. You should consider how this impacts your measurements and discuss it in your conclusion, along with any other sources of error. MS&T Physics 1135, Lab E5: Rotational Collisions

Apparatus The disk turns the smart pulley such that both have the same linear speed. When the two rotating bodies collide, the total moment of inertia increases. MS&T Physics 1135, Lab E5: Rotational Collisions

Adding a Calculation to Capstone Add a Photogate with Pulley in Hardware Setup. In the Calculator tool, enter and accept the equation to convert the pulley’s speed to the disk’s speed. You will need to define your radii and use the Select Data button to add the angular speed measurement. MS&T Physics 1135, Lab E5: Rotational Collisions

Adding a Plot to Capstone Plot the angular speed of the disk as a function of time. You will see a clear difference between the speeds before and after the collision. You need to determine these two speeds as accurately as possible. The Coordinates tool (yellow circle) may help, or you might choose to use a table instead. MS&T Physics 1135, Lab E5: Rotational Collisions