Work, Energy, and Power

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57 Terms

1
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The change in energy of a system by mechanical means:

Work

2
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What mechanical means does work use to change the energy of a system?

Pushing or pulling

3
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How to calculate work?

Force times displacement in the direction of force

4
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Equation for calculating work:

Fd, where F is applied force in N, and d is distance moved by object in m

5
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Unit for work:

Joules (J)

6
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Is work a scalar or vector quantity?

Scalar

7
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Can work have positive, negative, and neutral signs?

Yes

8
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What does work with positive sign mean?

It is in the same direction as force

9
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What does work with negative sign mean?

It is in the opposite direction of force

10
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How to calculate work done by gravity?

W=mgh

11
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If an object is moving downward, what is the sign of work done by gravity?

Positive

12
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If an object is moving upward, what is the sign of work done by gravity?

Negative

13
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What force is used to stretch a spring?

Applied force

14
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What force tries to restore the spring after it is stretched?

Spring force

15
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How to find work done by stretching a spring?

Applied force x change in length

16
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Equation for finding work done by stretching force:

kx²

17
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Why is the equation for finding work done by a stretching force kx²?

The work done by stretching a spring is applied force x change in length, and applied force = kx according to Hooke’s law

18
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How to find the angle theta?

cos theta = FAx / FA

19
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How to find FAx?

FA cos theta

20
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What is the work done by FAy?

0

21
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Why is the work done by FAy zero?

Because FA cos 90 d = 0

22
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The sum of potential energy and kinetic energy:

Mechanical energy

23
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Energy possessed by an object due to its position or shape?

Potential energy

24
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Different types of potential energy:

Gravitational potential energy, elastic potential energy

25
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Energy that an object has relative to its position in the earth’s gravitational field:

Gravitational potential energy

26
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How to calculate gravitational potential energy?

Mass x gravitational field strength x height

27
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The energy possessed by elastic materials:

Elastic potential energy

28
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Example of elastic materials:

Spring

29
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Hooke’s law:

F=kx

30
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What does the area of a load-extension graph represent?

Work done by stretching or compressing the spring

31
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Equation for finding area of a load-extension graph:

1/2 (x)(F)

32
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Equation for calculating work done by stretching or compressing a spring:

½ (k) (x²)

33
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Why is work done by stretching or compressing a spring calculated using ½ (k)(x²)?

Because F=kx, and W=1/2(Fx), so W=1/2(kx(x)), or W=1/2kx²

34
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Energy possessed by an object due to its motion:

Kinetic energy

35
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Equation for calculating kinetic energy:

1/2mv², where m = mass and v = velocity

36
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Rate of doing work:

Power

37
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How to calculate average power?

Work done in J over time in seconds

38
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What is the unit for power?

J/s or watt (W)

39
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kW = ? W

1000

40
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MW = ? W

10^6

41
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How to further break down the equation average power = work done / time?

Average power = (force x distance)/time

42
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How to calculate power of a moving object?

Fv, where F = force and v = velocity

43
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What does the principle of conservation of energy state?

Energy can never be created or destroyed but the total energy always remains constant

44
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What does the work-energy theorem state?

The amount of work done on a system is equal to the energy added to the system

45
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Why is work = change in kinetic energy for a block changing from one velocity to another?

Vf² = Vi² + 2ad, so Vf² = Vi² + 2ad, or Vf²-Vi²=2ad, and F=ma, so a =F/m, so (Vf-Vi)²=2Fd/m, so m(delta v)²=2Fd, so 1/2m(delta v)²=Fd, so change in kinetic energy = work

46
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How is work = potential energy?

Potential energy = mgh, and mg = F and h = d, so potential energy = Fd = work

47
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What does the area of force-distance graph represent?

Work

48
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What condition must be true for area of force-distance graph to equal work?

Force must be constant

49
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If force must be constant for area of force-distance graph to equal amount of work done, what does this mean about the calculated work?

It represents average work

50
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Which type of collision do theoretical models exhibit?

Elastic

51
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Types of collisions:

Elastic and inelastic

52
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What happens to the momentum of a system where no external force acts?

Constant

53
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The collision of 2 objects that do not stick to each other after collision:

Elastic collision

54
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What is collision called if kinetic energy is conserved?

Elastic

55
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Why are collisions in real life inelastic?

Energy is loss to sound, friction, or deformation

56
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Is energy conserved in most collisions in real life?

No

57
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A collision in which the kinetic energy is not conserved:

Inelastic collision