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What did you learn this week Why do you believe in it

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... into a car door after a sharp turn exerts force on the door even though in ... on the person- thus the person is flying off the rotation as the car stays in it. ... – PowerPoint PPT presentation

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Title: What did you learn this week Why do you believe in it


1
What did you learn this week? Why do you
believe in it?
PERC 2003
Rutgers University Eugenia Etkina
2
What is ISLE?
  • Students learn physics using the same strategies
    that physicists use to construct their knowledge.
  • Strategies include
  • Making observations and discovering patterns
  • Developing and testing models
  • Applying models
  • Methods used by students
  • construct and use multiple representations of
    physical processes
  • solve multipart problems
  • design investigations
  • constantly reflect on knowledge construction

3
ISLE Cycle
4
Weekly Reports
  • 1. What did you learn this week?
  • 2. Why do you believe in it?
  • 3. What remained unclear?
  • 4. What questions would you ask if you were the
    professor to find out whether your students
    understood the material?

5
What is Extended Analytical Physics?
  • Extended Analytical Physics (EAP) is an
    introductory physics course for at-risk
    engineering students that provides an alternate
    path in the first year.

6
Engineering Physics Options
2nd Year Electromagnetism, Optics, Modern Physics
1st Year Mechanics, Waves, and Thermodynamics
Extended Analytical Physics (EAP I) 3 credits
per semester
Extended Analytical Physics II (AP II) 3 credits
per semester
Analytical Physics (AP I) 2 credits per semester
7
ISLE in Extended Analytical Physics
                     
 
Recitation Hands-On Activities for Chapter n
-Developing Model -Testing Model  
Recitation HW due for Chapter n -Application
Problems  
  • Lecture Activities
  • -Testing Model w/ Experiments and Problems
  • -Application of
  • Model

 
8
Miscellaneous Examples of Activities I
  • Making Observations
  • Measuring spring extension for different masses
    on a vertical spring
  • Measuring necessary pulling force to move various
    masses of blocks with friction
  • Measuring position and time data for different
    1-d motions
  • Discovering Patterns
  • Plotting data on board and looking for best-fit
    function
  • W vs Dx for ideal vertical spring
  • x vs t for different motions

9
Miscellaneous Examples of Activities II
  • Developing Model
  • Vertical and horizontal motions are independent
    in projectile motion
  • Frictional force is independent of surface area
  • Testing Model
  • Predicting where projectile lands
  • Predicting the reading of a spring scale
  • Applying Model
  • Designing method to measure coefficient of
    friction without a spring
  • Solve Atwood machine problems experimentally

10
One Cycle UCMObservations
  • Lecturer hits bocce ball with a baton such that
    the ball moves in UCM
  • Conceptual Model
  • If the net force is uniform and points toward the
    center of the circle the ball will continue with
    UCM

11
One Cycle UCMDevelop Mathematical Model
  • Three circle conceptual development.
  • Mathematical Model If the net force is uniform
    and points toward the center of the circle and is
    proportional to v2/r then the ball will continue
    with UCM

12
One Cycle UCMTesting Conceptual Model
  • What if Fnet stops being centripetal?
  • If Fnet is not centripetal then the motion stops
    being UCM

13
What did I learn this week?
  • Circular motion was also covered- centripetal
    force is what pulls the object to the center
    keeping it from flying off at a tangent to the
    circle and centrifugal force is a false force-
    the one that feels like its pushing out on the
    object-a person crashing into a car door after a
    sharp turn exerts force on the door even though
    in reality this is just a product of friction not
    being able to exert the needed centripetal force
    on the person- thus the person is flying off the
    rotation as the car stays in it.

14
One Cycle UCMTesting Mathematical Model
  • Conical Pendulum
  • Calculate a and q by measuring v, r and L.
  • Determine the radial tension necessary to cause
    this acceleration (measure mass).
  • Stop the motion, pull the bob into a static
    position at q using a force probe.
  • Compare force probe reading to the
    measured/calculated Tradial.

15
One Cycle UCM Applying the Model
  • Record player and rubber stopper
  • Turn on record player with rubber stopper near
    center
  • Turn off record player and move the stopper to
    the edge. acceleration (measure mass).
  • Turn on record player with rubber stopper at the
    edge
  • Describe what happens and explain why it happens.

16
How did you learn it?
  • We did an experiment with an old turntable and
    an object on top of it. The object would remain
    still relative to the spinning turntable at small
    radii and when the radii was increased the
    object would fly off... static frictional force
    was no longer great enough to hold the object
    there. The only force present in the free body
    diagram of the object in the radial direction was
    the frictional force, so we thus concluded that
    the frictional force must be creating the
    centripetal force.
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