Energy from Fuels (WJEC GCSE Chemistry)
Revision Note
Specified Practical: Determining Energy Released from Fuels
Introduction
When a fuel, such as alcohol, burns it reacts with oxygen to release energy
Carbon dioxide and water are also produced
The general equation for the combustion/burning of an alcohol is:
alcohol + oxygen → carbon dioxide + water
Different alcohols will release different amounts of energy when they burn
This investigation will determine which fuel releases the most energy per gram when it burns in oxygen
Apparatus
Clamp stand
Clamp and boss
250 cm3 conical flask
100 cm3 measuring cylinder
Thermometer
Electronic balance ± 0.01g
Spirit burners containing:
Methanol
Ethanol
Propanol
Butanol
Diagram
How to set up your apparatus
Method
Use a measuring cylinder to measure 100 cm3 of water into a conical flask
Clamp the conical flask to the clamp stand at a suitable height so the spirit burner can be placed below
Record the temperature of the water using the thermometer
Record the mass of the spirit burner (including lid) using the balance
Place the spirit burner under the conical flask and light it
Allow the burner to heat the water until the temperature increases by approximately 40 oC
Record the temperature of the water
Extinguish the flame and record the mass of the spirit burner
Repeat steps 1-8 with the other alcohols
Practical Tip
Make sure the thermometer does not touch the bottom of the conical flask or the temperature will be inaccurate
Alcohols are highly flammable so make sure this experiment is conducted in a well ventilated lab and away from other flames
Analysis of Results
You will be required to create a suitable results table for this experiment:
Fuel | Initial mass of burner (g) | Final mass of burner (g) | Change in mass of burner (g) | Initial temperature (oC) | Final temperature (oC) | Change in temperature (oC) | Energy released per gram (J) |
Methanol |
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Ethanol |
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Propanol |
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Butanol |
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Evaluation
Calculate the temperature rise for each fuel
Calculate the mass of each alcohol burnt
Calculate the energy released for each alcohol using:
Conclusion
Describe what the results show, for example:
Which fuel releases the most energy per gram?
Which fuel releases the least energy per gram?
Describe any patterns in the results
Is there a relationship between the size of the molecule and the amount of energy released per gram
Remember, the size of the alcohols beginning with the smallest is:
methanol < ethanol < propanol < butanol
Worked Example
A student investigated how the amount of energy released per gram of fuel varies depending on the fuel being burned.
They obtained the following results.
Fuel | Initial mass of burner (g) | Final mass of burner (g) | Change in mass of burner (g) | Initial temperature (oC) | Final temperature (oC) | Change in temperature (oC) | Energy released per gram (J) |
Methanol | 205.63 | 203.38 |
| 21 | 56 |
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Ethanol | 203.88 | 202.51 |
| 21 | 53 |
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Propanol | 202.35 | 201.17 |
| 20 | 50 |
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Butanol | 202.15 | 200.19 |
| 20 | 73 |
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i) Calculate the change in mass and temperature.
ii) Calculate the energy released per gram.
iii) Identify the fuel which releases the most energy per gram.
iv) Describe the relationship between the size of the alcohol and the energy released per gram.
Answers:
i) The change in mass and temperature are:
Fuel | Initial mass of burner (g) | Final mass of burner (g) | Change in mass of burner (g) | Initial temperature (oC) | Final temperature (oC) | Change in temperature (oC) | Energy released per gram (J) |
Methanol | 205.63 | 203.38 | 2.25 | 21 | 56 | 35 |
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Ethanol | 203.88 | 202.51 | 1.37 | 21 | 53 | 32 |
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Propanol | 202.35 | 201.17 | 1.18 | 20 | 50 | 30 |
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Butanol | 202.15 | 200.19 | 1.96 | 20 | 73 | 53 |
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ii) To determine the energy released per gram use:
Fuel | Initial mass of burner (g) | Final mass of burner (g) | Change in mass of burner (g) | Initial temperature (oC) | Final temperature (oC) | Change in temperature (oC) | Energy released per gram (J) |
Methanol | 205.63 | 203.38 | 2.25 | 21 | 56 | 35 | 6533 |
Ethanol | 203.88 | 202.51 | 1.37 | 21 | 53 | 32 | 9810 |
Propanol | 202.35 | 201.17 | 1.18 | 20 | 50 | 30 | 10 678 |
Butanol | 202.15 | 200.19 | 1.96 | 20 | 73 | 53 | 11 357 |
iii) The fuel which releases the most energy per gram is butanol at 11 357 J per gram
iv) Looking at the relationship between the size of the alcohol and the energy released:
The larger the molecule, the more energy released per gram
Examiner Tips and Tricks
You are not expected to be able to recall the equation to calculate the energy released per gram- this would be provided to you in an exam.
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