4.1.6Energy Resources and Energy Transfers
Reducing Energy Loss — Edexcel International GCSE Science Double Award 4SD0 - Physics Revision Notes & Topical Questions
10 min read 14 parts Lesson 8 of 15
Part 1 of 7Why reduce energy loss?
Heating a home is expensive and, when fuel is burned, produces carbon dioxide. A well-insulated house needs less energy to stay warm, saving money and reducing emissions. In devices, reducing wasted energy makes them more efficient. To reduce losses we must understand where the energy escapes, and block the relevant method of transfer.
Part 2 of 7Insulating buildings
Houses lose thermal energy through the roof, walls, windows, doors and floor. Common measures and the physics behind them are:
Part 3 of 7Thickness and conductivity
The rate of energy transfer by conduction through a layer depends on three things.
Payback time compares the cost of a measure with the annual saving: payback time = cost of installation ÷ annual saving. A cheap measure with a large saving (loft insulation) has a short payback time, whereas expensive double glazing pays back over many years.
Part 4 of 7Reducing waste in devices
In machines, friction and resistance cause waste.
Part 5 of 7Evaluating measures
Evaluating insulation measures involves cost, payback time, disruption, lifetime and environmental impact.
Part 6 of 7Link to energy resources and everyday numbers
Reducing energy loss is part of the bigger picture of saving energy.
Also remember that insulation cannot stop transfer completely; it only slows it.
Part 7 of 7Worked examples
Cavity wall insulation costs £900 and saves £150 per year. Calculate the payback time.
Payback time = cost ÷ annual saving = 900 ÷ 150 = 6 years. After 6 years the insulation has paid for itself, and each following year is a saving.
Loft insulation 10 cm thick lets energy escape at 120 W under certain conditions. Estimate the rate if the thickness is doubled to 20 cm of the same material and temperature difference.
Conduction rate is inversely proportional to thickness, so doubling thickness halves the rate: 120 ÷ 2 = 60 W. A saving of 60 W over a heating season of 3000 hours is 60 × 3000 = 180 000 W h = 180 kWh.
Explain why the air gap in a cavity wall is filled with foam rather than left empty.
Air in an empty cavity can circulate, setting up convection currents that carry thermal energy from the inner to the outer wall. The foam traps the air in many small pockets so it cannot circulate, and trapped air is a very poor conductor, so both conduction and convection are reduced.
Key terms
| Term | Meaning |
|---|---|
| Insulation | A material that reduces the rate of thermal energy transfer. |
| Thermal conductivity | A measure of how well a material conducts thermal energy. |
| Payback time | Cost of a measure divided by the annual saving it produces. |
| Double glazing | Two panes of glass separated by a gap that reduces conduction. |
| Draught | Unwanted flow of air that carries thermal energy through gaps. |
| Lubricant | Substance that reduces friction between moving surfaces. |
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