Core Practical: Heat of Combustion of Alcohols (Edexcel GCSE Chemistry)
Revision Note
Core Practical: Heat of Combustion of Alcohols
Alcohols can be used as fuels as they readily undergo combustion and release heat energy
Ethanol for example combusts in excess oxygen:
CH3CH2OH + 3O2 → 2CO2 + 3H2O
Some alcohols are better fuels than others i.e. they release more heat energy per mole than other alcohols
Calorimetry studies can be performed to investigate the efficiency of alcohol fuels by measuring how much of each alcohol is needed to raise the temperature of a fixed amount of water by a set number of degrees
Heat of Combustion of Alcohols
Aim:
To investigate the heat of combustion of four alcohols
Materials:
Copper calorimeter can with lid, thermometer, water, spirit burner, balance
Supply of ethanol, propanol, butanol and pentanol
Diagram:
A simple combustion calorimeter
Method:
Using a measuring cylinder, place 100 cm3 of water into a copper can
Record the initial temperature of the water and the mass of the empty burner
Fill the burner with the test alcohol and record its new mass
Place the burner under the copper can, light the wick and place the lid on
Stir the water constantly with the thermometer (calorimeter lids allow for this) and continue heating until the temperature rises by 25 ºC
Immediately extinguish the flame and measure and record the mass of the spirit burner
Repeat procedure for other alcohols, making sure the variables are kept the same:
Volume of water (water should be changed each time)
Distance between wick and bottom of stand
Record your results neatly in tabular format
Results:
Different amounts of the four alcohols will be needed to achieve the same temperature rise
Calculate the mass change for each alcohol in the spirit burner
Use the calorimetry equation to find the heat of combustion of the alcohols in kJ per gram or kJ per mole:
Enthalpy change equation: Q = m x c x ΔT
where:
Q – energy transferred to water
m – mass of water heated
c – the specific heat capacity – is the amount of heat needed to raise the temperature of 1 gram of a substance by 1 oC.
For water, the value is 4.18 J g-1 C-1 (Joules per gram per degree Celsius).
∆T – change in temperature
When you have found Q you have calculated amount of heat released to burn the mass of alcohol in the experiment
You can then work out:
The amount of heat released per 1 g of substance = Q/mass of substance burnt
The amount of heat released per 1 mole of substance = (Q/mass of substance burnt) x molar mass of substance
Sample results
Sample results for combustion of alcohols
Alcohol | Ethanol | Propanol | Butanol | Pentanol |
Energy released per gram of alcohol burned (kJ/g) | 29.8 | 33.5 | 36.3 | 37.6 |
Mass of alcohol to produce a 40 °C rise in temperature 100 cm3 of water (g) | 0.56 | 0.51 | 0.45 | 0.42 |
Mass of alcohol to produce a 1 °C rise in temperature 100 cm3 of water (g) | 0.0140 | 0.0128 | 0.0113 | 0.0105 |
The results show that alcohols that are larger make better fuels as they produce the most energy per gram
Therefore, the order of energy density is:
Pentanol, C5H11OH > butanol > C4H9OH > propanol C3H7OH > ethanol C2H5OH
Hazards, risks and precautions
Hazard symbols to show substances that are flammable and harmful to health
The alcohols used are flammable and often harmful to health, e.g, propan‐1‐ol, butan‐1‐ol, pentan‐1‐ol
The alcohols should be kept away from naked flames, e.g. a Bunsen burner
Avoid contact with the skin and breathing in the vapour
A fume cupboard can be used for harmful alcohols
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