3.3 Work, Energy and Power Flashcards

1
Q

What is the work done defined as?

A

The product of the magnitude of the force and the distance moved by the object in the direction of the force.

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2
Q

When a force is required to provide motion, there is a transfer of energy.

What does the magnitude of this energy transferred depend on?

A

The force required and the distance the object moves as a result of this force.

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3
Q

I want to calculate work done on an object.

I have a force at an angle to the object’s direction of motion.

What do I do?

A

Use the component of the force parallel to the direction.

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4
Q

Define 1 joule.

A

The work done when a force of 1N moves an object 1m in the direction of the force.

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5
Q

What two units can work be measured in?

What are the SI base units?

A

Joule, Nm

SI: kgm2s-2

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6
Q

Energy is the capacity for doing ____. It is a ______ quantity, measured in ______.

A

Energy is the capacity for doing WORK. It is a SCALAR quantity, measured in JOULES.

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7
Q

What does the principal of conservation of energy state?

A

In a closed system, energy cannot be created or destroyed, but only transferred from one form to another.

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8
Q

What is work done equivalent to?

A

Energy transfer.

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9
Q

Kinetic energy is associated with an object as a result of what?

A

Its motion.

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10
Q

What is kinetic energy measured in?

A

Joules.

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11
Q

What is the SI base unit for kinetic energy?

A

kgm2s-2

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12
Q

What is the formula for kinetic energy?

A

Ek = 1/2 MV^2

Kinetic = 1/2 x mass x velocity^2

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13
Q

What is gravitational potential energy?

A

An object’s capacity to do work as a result of its position in a gravitational field.

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14
Q

Gravity is an attractive force.

What does this mean for an object that gets higher in a gravitational field?

A

The object gains GPE, as energy must be supplied to move it against the gravitational attraction. GPE is therefore lost when the object falls back down and gets closer to the source of the gravitational field.

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15
Q

What is the formula for GPE?

A

Mass x Gravity x Height

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16
Q

How can we use the formulas for GPE and kinetic energy to prove the mass of an object has no bearing on its final speed?

A

Because Ek(max) = Ep(max)

mass X gravity X height = 1/2 x mass x velocity^2

2 x gravity x height = velocity^2

velocity = SQRT2 x Gravity x Height

17
Q

Define power.

A

The rate of work done.

18
Q

What is power measured in?

A

Watts.

19
Q

What is one watt defined as?

A

A rate of energy transfer of 1 joule per second.

20
Q

What is the SI base unit for power?

A

kgm^2s^-3

21
Q

[Part 1]

What can we derive from the equation for power?

A

The equation for the power required to move an object at a constant velocity against resistive forces. (eg driving a car)

22
Q

[Part 2]

Derive the equation.

A

P = W/t = Fx/t = F * x/t = Fv

23
Q

[Part 3]

How can we use this knowledge in the driving a car example?

A

Constant velocity = No acceleration = No net force.
No net force = Magnitude of driving force is same as resistive force.

We use the driving force when considering the power required by the car to maintain the constant velocity.

24
Q

The conservation of energy principle states that energy is constant in a closed loop.

What is the actual reality?

A

We have energy loss.

25
Q

What is energy loss?

A

Energy is transferred from the closed loop to a form that is not as useful, such as the thermal energy generated by a lightbulb.

26
Q

Is total energy conserved when energy is lost to the surroundings?

A

Yes.

27
Q

What is efficiency?

A

A measure of how much energy is conserved as useful energy?

28
Q

What would a greater efficiency mean?

A

Less energy is wasted.

29
Q

Give the formula for efficiency.

A

Efficiency [%] = (Useful Output / Total Input) x 100