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Chapter 5 Work and Energy
33

Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Jan 18, 2016

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Ruth Snow
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Page 1: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Chapter 5

Work and Energy

Page 2: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Work and Energy

• Work• Energy• Conservation of Energy• Power

Page 3: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Everyday vs. Scientific Work

Page 4: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Definition of Work

Work = component of force in the direction of displacement ×

magnitude of displacement

Units of Work

1 Joule (J) = 1 Newton × 1 meter

Page 5: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Definition of Work

𝑊=𝐹 cos(𝜃)Δ𝑥

𝜃

𝐹

Δ𝑥

Page 6: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Which show positive work? Which show negative work?

Page 7: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

If the object moves 5 m to the right, and the applied force is 2 N, how much work is done on the object?

60°60°

Page 8: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

5 N 10 N

PracticeTwo forces act on the 10-kg block below, causing it to accelerate from rest over the period of 3 seconds. What is the work done on the block if these are the only two forces acting on the block?

Page 9: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Quick Check

Is work being done?• Picking up a book off the floor• Carrying a lunch tray across the cafeteria• Pushing a parked car• Pulling a suitcase across the airport

Page 10: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Energy

Kinetic Potential

Mechanical

?

??

Page 11: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Connecting work to energy…

Start with:

and

Page 12: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Kinetic Energy

the energy of an object due to its motion

Units = ?

𝐾𝐸=12𝑚𝑣2

Page 13: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

PracticeCalculate the speed of an 8.0×104 kg airliner with a kinetic energy of 1.1×109 J.

Page 14: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Work-Kinetic Energy Theorem

• Work done by the object or work done on the object?

𝑊 net=Δ𝐾𝐸

Page 15: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

PracticeOn a frozen pond, a person kicks a 10.0 kg sled, giving it an initial speed of 2.2 m/s. How far does the sled move if the coefficient of kinetic friction between the sled and the ice is 0.10?

Ans=2.5 m

Page 16: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.
Page 17: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Potential Energythe energy associated with an object due to its

position, shape, or condition

*Potential energy is relative

Page 18: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Gravitational Elastic

Energy

Kinetic

Mechanical

Potential

Page 19: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Gravitational Potential Energy

is the height, relative to a zero level

Units = ?

𝑃 𝐸𝑔= h𝑚𝑔

Page 20: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

60 m

25 m

500 kgA

B

C

Page 21: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.
Page 22: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Elastic Potential Energy

is the spring constantis the compressed or stretched distance

Units = ?

𝑃 𝐸elastic=12𝑘𝑥2

Page 23: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Elastic Potential Energy

Page 24: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

REVIEW

Page 25: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Where is the maximum KE?

Where is the maximum PE?

Mechanical energy = ?

Page 26: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Conservation

• What does it mean that something is conserved?

• Can energy be created or destroyed?

Page 27: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

Conservation of Mechanical Energy

𝑀𝐸 𝑖=𝑀𝐸 𝑓

True only if there is no friction

Page 28: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.
Page 29: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.
Page 30: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

60 m

25 m

500 kgA

B

C

Page 32: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

the rate at which work is done

Units = ?

Another form of the equation?

Power

𝑃=𝑊Δt

Page 33: Chapter 5 Work and Energy. Work Energy Conservation of Energy Power.

PracticeTwo horses pull a cart. Each exerts a force of 250.0 N at a speed of 2.0 m/s for 10.0 min.

Calculate the power delivered by the horses.

How much work is done by the two horses?