GCSE · Physics · Edexcel · Spec 1PH0

Calculate energy changes from work done

Push a stuck car until you're exhausted and you've done no work on it at all. Physics means something very particular by 'work'.

Physics · Work done

Drag the distance. Watch the work done.
drag the distance →01

Distance moved: 7/10. Distance moved 7 m. Work done (350 N force) 2450 J. Same work, in kilojoules 2.45 kJ

Distance moved7 mWork done (350 N force)2450 JSame work, in kilojoules2.45 kJ

The force is fixed at 350 N. Drag the bar to change the distance moved in the direction of the force. The work done is the energy transferred, so it shows in joules and in kilojoules.

Watch out: Drag to 0 m and the work done is 0 J. If the force doesn't move the object, no work is done.

Follow the energy

Pushed up a slopevsPulled along a level floor

Same crate, same person. The only thing that changes is the ground.

Focus

The person's chemical store

Pushed up a slope

Less energy: some of their chemicals reacted to do the work

Pulled along a level floor

Less energy: it is transferred out of the chemical store

The insight

Either way, the person pays for the move out of their chemical store.

The crate's gravitational store

Pushed up a slope

More energy at the top of the slope

Pulled along a level floor

No energy transferred to it

Thermal store of the surroundings

Pushed up a slope

More energy, because of rubbing and friction between crate and ground

Pulled along a level floor

More energy, because friction transfers energy to the thermal store

Total energy

Pushed up a slope

Same before and after the transfer

Pulled along a level floor

Same before and after the transfer

Where does friction's energy go?

?

Reason it through

Why does the energy from friction end up spread out in the surroundings?

Link 1 of 4

First link · your turn

Rub the crate along the ground. What happens to the two surfaces?

2
Locked — reveal the link above first
3
Locked — reveal the link above first
4
Locked — reveal the link above first

Physics · Work and energy

Which of these sounds right to you?

Think about shoving a car that won't move, and about pushing a crate up a slope.

Which of these is closest to what you think right now?
How sure are you?

Predict, then check

The bar above held the force still. Now change both.

A crate is pulled with a force over some distance. Now double the force AND double the distance. What happens to the work done?

Physics · Calculating work done

Your turn to fill the gaps

A force of 7.2 kN moves an object 18.6 m in the direction of the force. Find the work done in J and in kJ.

  1. Write down what you know: F = 7.2 kN, d = 18.6 m, and you want E, the work done.
  2. missing step
Which line is step 2?

WHAT YOU'VE LEARNED

A quick recap of today's lesson.

Push something and make it move, and you transfer energy. Here's how to follow it and calculate it.

What you need to know

  • A force making an object move does work on it. The work done is the energy transferred, measured in joules (J).
  • No movement, no work: push a car that won't budge and no work is done on it.
  • Have a goJay spends all lunchtime shoving a brick wall, sweating hard. The wall doesn't move. Jay says he did loads of work on it. Is he right?

    No. No work was done on the wall.

    Work needs the force to make the object move. The wall stayed put, so no energy was transferred. Feeling tired isn't the same as doing work.

  • Use E = F × d: E in joules, F in newtons, d in metres moved in the direction of the force.
  • Have a goA force of 20 N moves a box 5 m in the direction of the force. How much work is done?

    100 J

    Multiply, don't add: E = F × d = 20 × 5 = 100, and it's in joules because work done is energy transferred.

  • Work done is directly proportional to force and to distance, so doubling both gives four times the work.
  • Pushing a crate up a slope: the person's chemical store loses energy; the crate's gravitational store and the surroundings' thermal store gain it.
  • Pull the crate along a level floor instead and the gravitational store gains nothing, because the height stays the same.
  • Friction warms the surfaces, the surfaces warm the air, and the energy spreads out into the surroundings: it dissipates.
  • Energy is never created or destroyed, only transferred, so the total is the same before and after a transfer.
  • Have a goA person's chemical store loses 500 J pushing a crate up a slope. The crate's gravitational store gains 300 J. How much energy goes to the thermal store of the surroundings?

    200 J

    Energy is only transferred, never destroyed, so the 500 J that left the chemical store must turn up elsewhere: 300 J + 200 J.

  • Convert before you calculate: 7.2 kN is 7200 N, 120 cm is 1.2 m, and 1 kJ is 1000 J.

The big picture

Work is done when a force makes an object move, and the work done is the energy transferred, measured in joules. Calculate it with E = F × d, converting units first, and follow the energy between stores as it moves.

Key points

1Work done is the energy transferred when a force moves an object, and it is measured in joules (J).
2E = F × d uses force in N and the distance moved in the direction of the force in m, and the answer comes out in J.
3Double the force or the distance and the work done doubles; double both and it is four times as much.
4On a slope the person's chemical store falls while the crate's gravitational store and the surroundings' thermal store rise. On a level floor only the thermal store gains, because the height doesn't change.
5Convert kN to N and cm to m before you substitute, and divide by 1000 only at the end if you want kJ.

Worked example

Problem

A force of 500 N pulls a crate 120 cm along a level floor, in the direction of the force. Calculate the work done in J.

⚠ Watch out

Putting the numbers straight into E = F × d without converting. Using 7.2 kN as 7.2 instead of 7200 N, or 120 cm as 120 instead of 1.2 m, gives an answer that is wrong by a factor you'd never guess.

🧠

Memory hook

No movement, no work. Then newtons × metres: convert first, calculate second.

✓

Check yourself

Without looking back: a crate is dragged along a level floor. Which store loses energy, which gains it through friction, and which gains nothing? Why?

Flashcards

(10)
What is work done?
The energy transferred when a force makes an object move. It is measured in joules (J).
You push a car as hard as you can but it does not move. How much work do you do on it?
None. The force does not move the object, so no work is done.
In E = F × d, which distance do you use, and what units go with E, F and d?
The distance moved in the direction the force pushes or pulls. E in joules (J), F in newtons (N), d in metres (m).
Double the force, double the distance, or double both: what happens to the work done?
Doubling either one doubles the work done. Doubling both gives four times the work done.
A crate is pushed up a slope. Which stores change, and how?
The person's chemical store loses energy. The crate's gravitational store and the thermal store of the surroundings gain energy.
A crate is pulled along a level floor. Which store does NOT gain energy, and why?
The gravitational store. The crate's height stays the same. Friction still transfers energy to the thermal store.
How does friction make energy dissipate?
It warms the surfaces, which warm the air in turn, and the energy spreads out into the surroundings by heating.
State the law of conservation of energy.
Energy cannot be created or destroyed, only transferred from one store to another, so the total is the same before and after.
A force is given as 7.2 kN. What must you do before using E = F × d?
Convert it to newtons: 7.2 kN = 7200 N.
Convert 23 000 J to kJ, and 2500 kJ to J.
23 000 J = 23 kJ (1 kJ is 1000 J). 2500 kJ = 2 500 000 J.

Tap any card to flip it, or use Study as deck to go through them one at a time. In the full lesson these run as a spaced-repetition deck — you rate each card Hard, Good or Easy and the tricky ones keep coming back until they stick.

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