Module 3 Work Energy Power Flashcards

1
Q

Definition for work done?

A

force times displacement moved in the direction of the force

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2
Q

What happens when you multiply two vectors together?

A

you get a scalar quantity

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3
Q

Equation for work done at an angle?

A

W=Fxcosθ where theta is the angle between direction of force and direction of displacement

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4
Q

For an object moving horizontally, what does work done also =?

A

gain in kinetic energy

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5
Q

Prove that work done = KE

A
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6
Q

Simple equation showing conservation of energy when energy is transferred

A

total energy lost = total energy gained

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7
Q

For an object dropped from a height with no resistive forces, how do you find final velocity using the idea of kinetic energy?

A

mgh = 1/2mv^2
cancels out to give 2hg = v^2

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8
Q

What is the equation showing conservation of energy for an object dropped from a height with drag (assuming constant drag force?)

A

mgh= 1/2mv^2 + Fh

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9
Q

How to find rate of work done against resistive forces of an object falling at terminal velocity?

A

Loss of PE in one second = mgh where h is the terminal velocity

(no change in KE at terminal velocity)

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10
Q

When a projectile is launched at an angle, how do you find total PE gained at max height?

A

Gain in PE = loss of KE
At max height projectile still has horizontal velocity
Horizontal component of velocity = vcosθ
Plug into KE equation to give 1/2mv^2*cos(θ)^2
This KE remaining at max height

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11
Q

How to find braking distance using idea of work done by brakes = loss of KE?

A

Fx = 1/2mv^2
x = (mv^2)/(2F) where F is the braking force

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12
Q

Relationship between braking distance and mass of car?

A

directly proportional

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13
Q

Relationship between braking distance and initial speed of a car?

A

x proportional to u^2

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14
Q

Relationship between braking distance and braking force

A

x proportional to 1/F

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15
Q

What is the effect of wet or icy roads on braking distance?

A

reduces braking force as friction is decreased
RF = breaking force + drag + friction
Increasing braking distance
(Fx = 1/2mv^2)

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16
Q

What is heat described as?

A

work done against resistive forces

17
Q

Braking on a slope
How to resolve the weight of an object down a slope?

A

component of weight down the slope = Wsinθ

18
Q

Explain how braking up a slope reduces the braking distance

19
Q

Explain the change in braking distance in terms of energy down a slope compared to horizontally

A

Loss of KE = gain in PE + heat
Fx = heat
Rearrange to give x, x is shorter

20
Q

Explain how braking down a slope increases braking distance

21
Q

Definition for power

A

rate of work done or rate of energy transfer

22
Q

What is another equation for power?

A

P=Fv
P is power
F is force
v is velocity

23
Q

How to calculate efficiency?

A

useful energy output/total energy input x 100