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Energy transfers notes and lesson for grade 7 science (free PDF download)

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Energy transfers notes and lesson for grade 7 science (free PDF download)

This grade 7 science lesson on energy transfers notes gives the key ideas first, then worked examples and diagrams. After that, practise with the worksheet on energy transfers and check yourself with the quiz.

Quick answer: An energy transfer is the movement of energy from one store to another or its change from one form to another. Nobody can create or destroy energy, so the total stays the same. In every device some energy becomes wasted thermal energy, so efficiency compares the useful output with the total input.

Level: Grade 7 science (Year 8 · Class 7) · Curriculum: MS-PS3-5

Energy transfers notes: the key ideas

What is an energy transfer?

Also, every device you use takes in energy and gives it out in a different place or form. In addition, a phone charger moves energy from the socket to a battery. A fan moves energy into the air. Scientists call each of these an energy transfer.

Definition

Moreover, an energy transfer is the movement of energy from one store or object to another, or its change from one form to another, such as electrical energy becoming kinetic energy.

Key law

Nobody can create or destroy energy; it only moves from one store to another. This is the law of conservation of energy: the total energy before a transfer equals the total energy after it.

Energy chain: the Sun transfers light to a solar panel, which transfers electrical energy to a fan motor that produces kinetic energy of moving air. Thermal energy is wasted at the panel and at the motor.SunSolar panelFan motorlightelectricalkinetic (moving air)thermal (wasted)thermal + sound (wasted)Energy chain: arrows show the transfer, labels show the form
An energy chain for a small solar-powered fan. Useful transfers are in orange; wasted thermal energy is in red.

How do you draw an energy chain?

In addition, an energy chain lists each device in order and labels the forms of energy between them. Start with the energy source on the left. Add one arrow for every transfer and finish with the useful output. Then add side arrows for wasted energy.

Here is a chain for a hand-crank torch used in Kampala: chemical energy in the muscles, then kinetic energy of the handle, then electrical energy from the dynamo, then light energy from the bulb. Every stage also wastes thermal energy.

DeviceEnergy inUseful outputWasted energy
Electric kettleElectricalThermal (in the water)Thermal to the air, sound
Wind turbineKinetic (wind)ElectricalSound, thermal
Phone chargerElectricalChemical (battery)Thermal
Motorbike engineChemical (fuel)KineticThermal, sound

What is wasted energy?

Definition

Wasted energy is energy transferred to stores that are not useful for the job, usually thermal energy that spreads out into the surroundings.

Wasted energy is not lost or destroyed. It is still there, but it spreads out so widely that it is almost impossible to collect and use again. Warm air around a laptop is a good example.

A Sankey diagram shows this. Also, the width of each band is drawn in proportion to the amount of energy.

Sankey diagram of a filament lamp. Of 100 joules of electrical energy, 5 joules become light and 95 joules are wasted as thermal energy.100 J5 J light95 J thermal (wasted)
A Sankey diagram for a filament lamp. In addition, the input band splits into a very thin useful band and a very wide wasted band.
Worked example 1

A filament lamp takes in 100 J of electrical energy and gives out 5 J of light. Calculate the wasted energy.

Wasted energy = total input − useful output = 100 J − 5 J = 95 J.

How do you measure how good a device is?

Formula

efficiency = (useful energy output ÷ total energy input) × 100 %

Both energies are in joules (J), so the units cancel and efficiency is a percentage. Also, it can never be more than 100 %.

Worked examples on efficiency

Worked example 2

Bilal in Lahore notes that his motorbike engine takes in 4000 J from the fuel and gives 1000 J of kinetic energy. Calculate the efficiency and the wasted energy.

Efficiency = 1000 ÷ 4000 × 100 = 25 %. Wasted energy = 4000 − 1000 = 3000 J.

Two bars of 100 joules each. The filament lamp has 5 joules useful and 95 joules wasted. The LED lamp has 30 joules useful and 70 joules wasted.Filament lamp95 JLED lamp30 J70 Jusefulwasted
In addition, the two bars both show 100 J of input. The LED turns a much larger share into useful light, so it is more efficient.
Worked example 3

An LED lamp takes in 20 J and gives 6 J of light. Moreover, compare its efficiency with a filament lamp that gives 5 J of light from 100 J.

LED: 6 ÷ 20 × 100 = 30 %. Filament: 5 ÷ 100 × 100 = 5 %. Also, the LED is six times as efficient.

DeviceTypical efficiency
Filament lampabout 5 %
Petrol motorbike engineabout 25 %
Solar panelabout 20 %
Electric kettleabout 90 %

Common mistakes about energy transfers

Common mistake

Do not say that energy disappears or gets lost. In addition, a device does not use up energy; it transfers it. Also, never give an efficiency above 100 %, because a device cannot give out more energy than it takes in.

Lina’s tip

Draw the input first, then check your outputs. Useful energy plus wasted energy must add up to exactly the input. If they do not, a transfer is missing.

Key points to remember
  • Energy conservation means energy moves between stores, and nobody can create or destroy it.
  • An energy chain lists the forms of energy in order, for example chemical → kinetic → electrical → light.
  • Wasted energy = total input − useful output; it is usually thermal energy.
  • Efficiency = (useful energy output ÷ total energy input) × 100 %, and it is never above 100 %.

Following energy through devices and chains: frequently asked questions

What is the law of conservation of energy?

Moreover, it says that energy cannot be created or destroyed, only transferred from one store to another. The total energy before and after any process is the same.

Where does wasted energy go?

Also, most of it becomes thermal energy that warms the surroundings. It is not destroyed, but it is too spread out to be useful again.

How do you calculate efficiency?

Divide the useful energy output by the total energy input and multiply by 100. For example, 30 J useful from 120 J input is 25 % efficient.

Can a machine be 100 % efficient?

In real life no, because some energy is always wasted by friction and heating. An electric heater is close to 100 % only because its thermal output is the useful output.

What does a Sankey diagram show?

In addition, it shows how an energy input splits into useful and wasted outputs. The width of each arrow is proportional to the amount of energy it carries.

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