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Conservation of Energy (E)

Date post: 14-Jan-2016
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Conservation of Energy (E). Energy (E) means Total Energy. Conservation of Energy (E). Drop a Ball off a Cliff. Drop a Ball off a Cliff. When is the ball moving the fastest?. at the lowest point *. * just before it hits the grounds and just after. Drop a Ball off a Cliff. - PowerPoint PPT Presentation
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J. Gabrielse Conservation of Energy (E)
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Page 1: Conservation of  Energy (E)

J. Gabrielse

Conservation of Energy (E)

Page 2: Conservation of  Energy (E)

J. Gabrielse

Conservation of Energy (E)

Energy (E) means

Total Energy

Page 3: Conservation of  Energy (E)

J. Gabrielse

Drop a Ball off a Cliff

Page 4: Conservation of  Energy (E)

J. Gabrielse

Drop a Ball off a Cliff

When is the ball moving the fastest?

at the lowest point *

* just before it hits the grounds and just after

Page 5: Conservation of  Energy (E)

J. Gabrielse

Drop a Ball off a Cliff

When is the ball moving the fastest?

at the lowest point *

When is the ball moving the slowest?

at the highest point

(it has to stop in order to change directions)

Page 6: Conservation of  Energy (E)

J. Gabrielse

Drop a Ball off a Cliff

When is the ball moving the fastest?

When is the ball moving the slowest?

What is the ball trading for speed?

at the highest point

at the lowest point *

height

Page 7: Conservation of  Energy (E)

J. Gabrielse

Us

Conservation of EnergyUg K E

J. Gabrielse

Page 8: Conservation of  Energy (E)

J. Gabrielse

Ug K EConservation of Energy

Gravitational Potential Energy Depends on Height

J. Gabrielse

Page 9: Conservation of  Energy (E)

J. Gabrielse

Ug K E

Kinetic Energy Depends on Speed

Conservation of Energy

J. Gabrielse

Page 10: Conservation of  Energy (E)

J. Gabrielse

Ug K E

Mechanical Potential Energy Depends on Deformation

Conservation of Energy

J. Gabrielse

Us

Page 11: Conservation of  Energy (E)

J. Gabrielse

Ug K EE = Us + Ug + K

J. Gabrielse

Us

Page 12: Conservation of  Energy (E)

J. Gabrielse

Ug K ETotal Energy Doesn’t Change

+ =

J. Gabrielse

Us +

Page 13: Conservation of  Energy (E)

J. Gabrielse

Energy Notes (Continued):

Page 14: Conservation of  Energy (E)

J. Gabrielse

Conservation of Energy with a Pendulum

When is the pendulum moving the fastest?

Page 15: Conservation of  Energy (E)

J. Gabrielse

Conservation of Energy with a Pendulum

When is the pendulum moving the fastest?

at the lowest point

Page 16: Conservation of  Energy (E)

J. Gabrielse

Conservation of Energy with a Pendulum

When does the pendulum have the most kinetic energy?

at the lowest point

Page 17: Conservation of  Energy (E)

J. Gabrielse

Conservation of Energy with a Pendulum

When does the pendulum have the most

gravitational potential energy?

at the highest point

Page 18: Conservation of  Energy (E)

J. Gabrielse

E

Conservation of Energy with a Pendulum

KUg

Page 19: Conservation of  Energy (E)

J. Gabrielse

E

Conservation of Energy with a Pendulum

KUg

Gravitational Potential Energy Depends on Height

Page 20: Conservation of  Energy (E)

J. Gabrielse

EUg

Kinetic Energy Depends on Speed

Conservation of Energy with a Pendulum

K

Page 21: Conservation of  Energy (E)

J. Gabrielse

EKUg

E = Ug + K

Page 22: Conservation of  Energy (E)

J. Gabrielse

EKUg

Total Energy Doesn’t Change

+ =

Page 23: Conservation of  Energy (E)

J. Gabrielse

A E

DC

B

Pendulum Review

Where is the gravitational potential energy maximum?

Where is the kinetic energy maximum?

Where is the gravitational potential energy minimum?

Where is the kinetic energy minimum?

Page 24: Conservation of  Energy (E)

J. Gabrielse

Your Turn

Conservation of Energy


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