Bond Enthalpies (Oxford AQA International A Level Chemistry)
Revision Note
Written by: Alexandra Brennan
Reviewed by: Stewart Hird
Mean Bond Enthalpy Calculations
During a reaction, enthalpy changes take place because bonds are being broken and formed
Energy (in the form of heat) is needed to overcome attractive forces between atoms
Bond breaking is therefore endothermic
Energy is released from the reaction to the surroundings (in the form of heat) when new bonds are formed
Bond forming is therefore exothermic
Making and breaking bonds
If more energy is required to break bonds than energy is released when new bonds are formed, the reaction is endothermic
If more energy is released when new bonds are formed than energy is required to break bonds, the reaction is exothermic
In reality, only some bonds in the reactants are broken and then new ones are formed
Bond Dissociation Enthalpy
The amount of energy required to break one mole of a specific covalent bond in the gas phase is called the bond dissociation enthalpy
Bond dissociation energy (E) is also known as exact bond energy or bond enthalpy
Mean bond enthalpy
Bond enthalpies are affected by other atoms in the molecule (the environment)
Therefore, an average of a number of the same type of bond but in different environments is calculated
This bond enthalpy is known as the mean bond enthalpy
Since bond enthalpies cannot be determined directly, enthalpy cycles are used to calculate the average bond enthalpy
How bond enthalpies are affected by other atoms in the molecule
Bond enthalpies are used to find the ΔHꝋ of a reaction when this cannot be done experimentally
E.g. the Haber Process
The equation to calculate the standard enthalpy change of reaction using bond enthalpies is:
ΔHθ = enthalpy change for bonds broken - enthalpy change for bonds formed
Enthalpy changes calculated using mean bond enthalpies differ from those determined using Hess's law
This is due to bond enthalpies being mean values, whereas a Hess's law cycle uses enthalpy data that has been taken from individual compounds where a bond has a specific value
Worked Example
Calculate the enthalpy change of reaction the Haber process reaction.
The relevant bond enthalpies are given in the table.
Bond | Mean bond enthalpy |
---|---|
NN | 945 |
H–H | 436 |
N–H | 391 |
Answer:
Step 1: The chemical equation for the Haber process is:
N2 (g) + 3H2 (g) ⇌ 2NH3 (g)
Step 2: Set out the calculation as a balance sheet:
Bonds broken | Bonds formed |
1 x NN = 1 x 945 = 945 3 x H–H = 3 x 436 = 1308 | 6 x N–H = 6 x 391 = 2346 |
Total = 2253 | Total = 2346 |
Step 3: Calculate the standard enthalpy of reaction:
ΔHθr = enthalpy change for bonds broken - enthalpy change for bonds formed
ΔHθr =2253 kJ mol-1 - 2346 kJ mol-1
ΔHθr = –93 kJ mol-1
A negative enthalpy change indicates the reaction is exothermic
Worked Example
The complete combustion of ethyne, C2H2, is shown in the equation below:
2H–CC–H + 5O=O → 2H–O–H + 4O=C=O
Calculate, using the average bond enthalpies given in the table, the enthalpy of combustion of ethyne.
Bond | Mean bond enthalpy |
---|---|
C–H | 414 |
CC | 839 |
O=O | 498 |
C=O | 804 |
O–H | 463 |
O–C | 358 |
Answer:
Step 1:
The enthalpy of combustion is the enthalpy change when one mole of a substance reacts in excess oxygen to produce water and carbon dioxide
The chemical reaction should be therefore simplified such that only one mole of ethyne reacts in excess oxygen:
H–CC–H + 2 ½ O=O → H-O-H + 2O=C=O
Step 2: Set out the calculation as a balance sheet:
Bonds broken | Bonds formed |
1 x CC = 1 x 839 = 839 2 x C–H = 2 x 414 = 828 2½ x O=O = 2½ x 498 = 1245 | 2 x O–H = 2 x 463 = 926 4 x C=O = 4 x 804 = 3216 |
Total = 2912 | Total = 4142 |
Step 3: Calculate the standard enthalpy of reaction:
ΔHθr = enthalpy change for bonds broken - enthalpy change for bonds formed
ΔHθr = 2912 kJ mol-1– 4142 kJ mol-1
ΔHθr = –1230 kJ mol-1
A negative enthalpy change indicates the reaction is exothermic
Examiner Tips and Tricks
When new bonds are formed the amount of energy released is equal to the amount of energy absorbed when the same bonds are broken
For example:
O2 (g) → 2O (g) E (O=O) = +498 kJ mol-1
2O (g) → O2 (g) E (O=O) –498 kJ mol-1
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