Bond Breaking & Bond Forming
- Whether a reaction is endothermic or exothermic depends on the difference between the energy needed to break existing bonds and the energy released when the new bonds are formed
- Bond breaking is always an endothermic process as energy needs to be taken in from the surroundings to break the chemical bonds
- Bond making is always an exothermic process as energy is transferred to the surroundings as the new bond is formed
Exothermic reactions
- If more energy is released than is absorbed, then the reaction is exothermic
- More energy is released when new bonds are formed than energy required to break the bonds in the reactants
- The change in energy is negative since the products have less energy than the reactants
- Therefore, an exothermic reaction has a negative value
- This can be shown in energy profiles and calculations
The process of bond making
Making new chemical bonds releases energy which radiates outwards from the reaction to the surroundings in the form of heat
Endothermic reactions
- If more energy is absorbed than released, then the reaction is endothermic
- More energy is absorbed when breaking bonds than energy released when making new bonds
- The change in energy is positive since the products have more energy than the reactants
- Therefore, an endothermic reaction has a positive value
- This can be shown in energy profiles and calculations
The bond breaking process
Breaking chemical bonds requires energy which is taken in from the surroundings in the form of heat
Energy of reaction calculations
- Each chemical bond has specific bond energy associated with it
- This is the amount of energy required to break the bond or the amount of energy given out when the bond is formed
- This energy can be used to calculate how much heat would be released or absorbed in a reaction
- To do this it is necessary to know the bonds present in both the reactants and products
Method
- Write a balanced equation if none is present already
- Optional - draw the displayed formula to identify the type and number of bonds more easily
- Add together all the bond energies for all the bonds in the reactants – this is the ‘energy in’
- Add together the bond energies for all the bonds in the products – this is the ‘energy out’
- Calculate the energy change using:
Energy change = Energy taken in - Energy given out
Worked example
Bond energy calculation example 1:
Hydrogen and chlorine react to form hydrogen chloride gas:
H–H + Cl–Cl ⟶ H–Cl H–Cl
The bond energies are given in the table below.
Bond | Energy (kJ) |
H–H | 436 |
Cl–Cl | 242 |
H–Cl | 431 |
Calculate the overall energy change for this reaction and use this value to explain whether the reaction is exothermic or endothermic.
Answer:
- Calculate the energy in
- 436 + 242 = 678 (kJ)
- Calculate the energy out
- 2 x 431 = 862 (kJ)
- Calculate the energy change
- 678 - 862 = –184 (kJ)
- Since the energy change is a negative number, energy is being released (to the surroundings)
- Therefore, the reaction is exothermic
Worked example
Bond energy calculation example 2:
Hydrogen reacts with iodine to form hydrogen iodide.
H2 + I2 ⟶ 2HI
The relevant bond energies are shown in the table below.
Bond | Energy (kJ) |
H–I | 366 > 295 |
H–H | 436 |
I–I | 151 |
Calculate the overall energy change for this reaction and use this value to explain why the reaction is endothermic.
Answer:
- Calculate the energy in
- 436 + 151 = 587 (kJ)
- Calculate the energy out
- 2 x 295 = 590 (kJ)
- Calculate the energy change
- 587 - 590 = -3 (kJ)
- The reaction is exothermic because:
- More energy is released than taken in
Worked example
Higher Tier
Hydrogen bromide decomposes to form hydrogen and bromine:
2HBr ⟶ H2 + Br2
The overall energy change for this reaction is +103 kJ.
The relevant bond energies are shown in the table below.
Bond | Energy (kJ) |
H–Br | 366 |
Br–Br | |
H–H | 436 |
Calculate the bond energy of the Br–Br bond.
Answer:
- Calculate the energy in
- 2 x 366 = 732 (kJ)
- State the energy out
- 436 + Br–Br
- Overall energy change = energy in - energy out
- +103 = 732 - (436 + Br–Br)
- +103 = 732 - 436 - Br–Br
- Calculate the bond energy of the Br–Br bond
- Br–Br = 732 - 436 - 103
- Br–Br = +193 (kJ)