MrBadmusAI
  1. KS3
  2. Physics
  3. Energy transfers
  4. Energy transfers: before and after

Energy transfers · Model

Energy transfers: before and after

A phone battery holds about 40,000 joules. Run it flat and the phone weighs exactly the same as it did when full. So what actually left it?

Start here

Weigh the battery. Twice.

A fully charged power bank on a balance accurate to a milligram. Use it until it is completely flat, then put it back on the same balance. The reading has not changed.

Commit to what that tells you about energy.

Last lesson you learned where energy can sit. This lesson is about the only thing you ever actually do with that list: put a number next to each store before, put a number next to each store after, and check that the two columns add up to the same total. That check is the whole of energy physics. Everything else is arithmetic.

The before-and-after tally · put numbers on it

Two columns. One total.

0 of 4 devices tallied

Pick a transfer, then drag the slider to decide how much of the starting energy ends up doing the job you wanted. The rest is not lost — watch where the tally puts it.

Commit first. An old filament bulb takes in 60 J of energy each second and gives out about 3 J as light. Where are the other 57 J?

Key fact

To describe any transfer, say which store empties, which stores fill, and by how much. The two columns must add to the same total.

The word “wasted” · say what you mean

Wasted energy has not gone anywhere strange

For each of these, decide whether the energy ending up in the surroundings is a problem or the entire point.

A filament bulb warms the room it is lighting.

An electric heater warms the room it is in.

A phone gets warm while charging.

A tumble dryer warms the clothes inside it.

Think again

“There is energy inside the battery, and using the phone lets it leak out until there is none left.”

Two things. First, a battery does not contain energy the way a bottle contains water — it contains chemicals in a particular arrangement, and the energy is a number you calculate about that arrangement. Nothing physically drains. Second, and worse: the leaking picture has energy vanishing at the far end. Follow it honestly and you have to ask where the leak goes, and the answer is always another store you could point at and measure.

The test is the balance from the hook. A flat battery weighs the same as a full one to a milligram. Whatever left it, it was not a substance — and the phone, the charger and the air around them are all very slightly warmer than they would otherwise have been, by an amount that adds up to exactly what the battery started with.

“The light between the torch and the wall is a store of energy.”

A pathway is a route, not a container. Light, sound, an electric current and heating are all ways energy gets from one store to another; none of them holds it. If you switch the torch off, the light in the room is gone in a few billionths of a second, because there was never anything there to empty. The chemical store in the cell is what emptied, and the thermal store of the wall is what filled.

Key fact

Describe a transfer by naming the store it started in, the store it ended in, and the pathway between the two. Before and after is the whole method — and the total is the same in both pictures.

Mastery ladder

Not started yet.

Rungs 3 and 4 you mark yourself.

Rung 1 · Recall

What must be true about the total energy before and after any transfer?

Rung 2 · The one that catches people

A 60 W filament bulb takes in 60 J each second and emits 3 J of light. What is the correct thing to say about the other 57 J?

Rung 3 · Explain

An electric winch uses 500 J to lift a crate, and the crate gains 350 J in its gravitational store. Account for all 500 J, and explain why the missing amount is not a failure of conservation.

Rung 4 · Take it somewhere new

A shopkeeper replaces every filament bulb in a shop with LEDs and finds that the heating bill goes up slightly in winter. Explain why, and say whether the change was still worth making.

Key note

Name the store that empties, name every store that fills, and make the two totals match. Energy that ends up spread thinly through the surroundings is called wasted — it has not gone anywhere you cannot point at.

Going further

There is a direction to all of this that the tally does not show. You can take 60 J of chemical store and end up with 60 J spread through a warm room, easily, every time. You cannot take a warm room and get the 60 J back into a battery — not because it would break the sum, but because the energy is now shared out among so many particles, moving so randomly, that there is no way to gather it up. Every transfer in this lesson runs downhill in that sense, from concentrated to spread out, and none of them will run backwards on their own. This is the second law of thermodynamics, and it is the reason the universe has a past and a future rather than just a sequence of frames.

Before this lesson

At GCSE this becomes

  • Sankey diagrams and efficiency — the same two columns, drawn to scale and turned into a percentage.

Where to next

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Still picturing energy as something that drains?

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