← Year 9 Physics

Where does the energy go?

Energy is never made or destroyed: it only moves and changes type. This is the law of conservation of energy. When energy seems to disappear (a ball bounces lower, a car slows down), it has gone into heat and sound in the surroundings. The total is always the same.

Drop a ball and it bounces back up, but never quite as high. Each bounce is lower until it stops. Has its energy been used up?

In Year 8 you followed energy through systems and found by-products. This lesson turns that into a law.

WidthMore contexts, same idea.
EngageCommit to a prediction before you test anything. A wrong guess is fine: it shows you what to look for.

Engage: the bouncing ball

A ball bounces lower each time until it stops. What happened to its energy?

ExploreTry it on the board and compare what happens with your prediction.

Explore: count it all

Try it yourselfYour edits are saved in this browser.

Run the coaster with friction off. Does the total change?

Use the board. This ticks when you get there.

Now turn friction on and run it. Where does energy go, and does the total change?

Use the board. This ticks when you get there.

ExplainUse the particle model to explain what you saw.

Explain: the law

In your book: draw the three bars for the coaster at the start, at the bottom of the first dip and at the end (with friction). Show that each set adds up to the same total.

What does the law of conservation of energy say?

A coaster car has 150 kJ in total. At one point it has 90 kJ of potential energy and 40 kJ of kinetic energy. How many kJ have become heat and sound?

People say a car 'loses' energy when it brakes. What really happens?

Why can a pendulum never swing higher than where it started?

Elaborate TypicalUse the same idea in a new context.

Elaborate: a lot of friction

Try it yourselfYour edits are saved in this browser.

This track has much more friction. Run the car until it stops.

Use the board. This ticks when you get there.

The car ended up stopped in a dip. Where is its starting energy now?

Elaborate WiderUse the same idea in a new context.

Elaborate: perpetual motion

An inventor claims a wheel that keeps spinning forever and also powers a light. Why is this impossible?

EvaluateLook back at your first ideas and what changed.

Evaluate: look back

Write one sentence: "At first I thought… Now I think… because…"

Revision summary

For teachers

Students state the law of conservation of energy and use it to account for all the energy in a system, including energy transferred as heat and sound (AC9S9U05, node 1, a hinge node). About 25 minutes.

Open the teacher guide: answers, solutions, slides and a worksheet.

Students will be able to

Before class

A concept tutorial for introducing or revising the idea. Set the width with ?width=minimum, typical (default) or wider. It builds on Year 8 energy (AC9S8U05) and comes before How much is useful? (efficiency).

The hinge: students who think energy is "used up" or "disappears" can't account for every output in an efficiency calculation and read Sankey diagrams as loss. The prediction and the braking question target it. Note the everyday meaning of "conserve energy" (save it) differs from the law.

Board notes: the coaster's total energy is set at the start and drawn as a dashed line; with friction (a steady force while moving) the heat and sound bar grows. On the high-friction track the car settles in a dip. Real coasters also lose energy to air resistance that grows with speed.

Running the lesson

  1. Engage: tally the predictions. 'Used up' and 'disappeared' are the hinge misconceptions.
  2. Explore: ask whether the total line ever moved, with or without friction.
  3. Explain: the law, the 150 kJ calculation and the braking question are the success criteria.
  4. In your own words: three sets of bars that each add up to the total.

The hard part (on purpose)

Replacing 'used up'. When a student says energy was used up, ask 'used up into what?' and wait for them to name heat or sound.

When students get stuck

Stretch and support

Stretch: A ball dropped from 2 m bounces to 1.5 m. What fraction of its energy became heat and sound on the bounce? (A quarter: it has three quarters of its starting potential energy at the top of the bounce.)

Support: Give the equation as a frame: 'Total = potential + kinetic + heat and sound = … + … + … '.

Where it leads

Next: How much is useful? (efficiency, node 2).

In class: drop balls of different kinds and measure bounce heights; feel a bike brake or sandpaper after rubbing.

What each step is for

Now you can
Next lesson9. How much is useful?Efficiency is the share of the energy put in that comes out as useful energy: efficiency = useful energy out ÷ total energy in × 100%. No real device is 100% efficient, because some energy always becomes by-products, usually heat. A device can give out more useful energy and still be less efficient.