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November 2011

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Results #1-#10 of 18
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Falling Slinky JS Model  [ Computer Program ]
  
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100
Byline:
W. Christian
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The Falling Slinky model approximates a slinky using twenty masses connected with light springs. The slinky is suspended from one end and released. Two actions will occur…
Beach Ball JS Model  [ Computer Program ]
  
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100
Byline:
M. Gallis
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The Beach Ball JavaScript Model simulates the dynamics of a thrown beach ball. Because of its relatively low mass (compared to its size), subtle effects that are important in sports…
  
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100
Byline:
A. Cox, W. Christian, and M. Belloni
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The Physlet® Physics Gravitation Problems Package contains JavaScript adaptations of Problems from Physlet Physics Chapter 12. This package tests our knowledge Newton's Universal Law…
  
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100
Byline:
A. Cox, W. Christian, and M. Belloni
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The Physlet® Physics Gravitation Illustrations Package contains JavaScript adaptations of Illustrations from Physlet Physics Chapter 12. In this package we study Newton's Universal…
  
Match Score:
100
Byline:
A. Cox, W. Christian, and M. Belloni
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The Physlet® Physics Gravitation Explorations Package contains JavaScript adaptations of Explorations from Physlet Physics Chapter 12. In this package we explore how gravitation is…
  
Match Score:
100
Byline:
W. Christian, M. Belloni, and J. Taylor
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The Physlet® Physics Newton's Laws II Problems Package contains JavaScript adaptations of Problems from Physlet Physics Chapter 5. This package contains applications of Newton's Laws…
  
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100
Byline:
W. Christian, M. Belloni, and J. Taylor
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The Physlet® Physics Newton's Laws Problems Package contains JavaScript adaptations of Problems from Physlet Physics Chapter 4. This package tests our knowledge of why objects move…
  
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100
Byline:
W. Christian, M. Belloni, and J. Taylor
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The Physlet® Physics Newton's Laws Illustrations Package contains JavaScript adaptations of Physlet Illustrations from Physlet Physics Chapter 4. In this package we explain why…
Ball on a Moving Ring JS Model  [ Computer Program ]
  
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100
Byline:
W. Christian
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The Ball on a Moving Ring mobile JavaScript Model illustrates the forces and dynamics of a ball rolling to a circular track. This simulation uses the accelerometer on your mobile…
Pendulum with Moving Support JS Model  [ Computer Program ]
  
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100
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W. Christian
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The Pendulum with Moving Support mobile JavaScript Model illustrates the forces and dynamics of a pendulum attached to a moving support. This simulation uses the accelerometer on…
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Results #1-#10 of 18

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