Bond energy calculations
You can calculate the energy change in a reaction using average bond energies. Bond energy is the amount of energy needed to break one moleThe amount of substance that contains the same number of particles as there are atoms in 12 g of carbon-12 (contains the Avogadro's constant 6.0 脳10虏鲁 number of particles). of a particular bond.
To calculate bond energy
- Add together the bond energies for all the bonds in the reactantA substance that reacts together with another substance to form products during a chemical reaction. 鈥 this is the 鈥榚nergy in鈥.
- Add together the bond energies for all the bonds in the productA substance formed in a chemical reaction. 鈥 this is the 鈥榚nergy out鈥.
- Calculate the energy change = energy in 鈥 energy out.
Worked example 鈥 an exothermic reaction
Hydrogen and chlorine react to form hydrogen chloride gas:
贬鈭扝 + 颁濒鈭扖濒 鈫 2 脳 (贬鈭扖濒)
Bond | Bond energy (kJ/mol) |
贬鈭扝 | 436 |
颁濒鈭扖濒 | 243 |
贬鈭扖濒 | 432 |
Bond | 贬鈭扝 |
---|---|
Bond energy (kJ/mol) | 436 |
Bond | 颁濒鈭扖濒 |
---|---|
Bond energy (kJ/mol) | 243 |
Bond | 贬鈭扖濒 |
---|---|
Bond energy (kJ/mol) | 432 |
- Energy in = 436 + 243 = 679 kJ/mol (this is the energy absorbed when the bonds of the reactants break).
- Energy out = 2 脳 432 = 864 kJ/mol (this is the energy released when the bonds of the products form).
- Energy change = in 鈥 out = 679 鈥 864 = 鈥185 kJ/mol
The energy change is negative, due to the fact that the energy released by the bonds formed is greater than the energy absorbed by the bonds broken. This means that energy is released to the surroundings in an exothermicReaction in which energy is given out to the surroundings. The surroundings then have more energy than they started with so the temperature increases. reaction.
Worked example 鈥 calculating bond energy [Higher tier only]
Hydrogen reacts with iodine to form hydrogen iodide.
贬鈭扝 + 滨鈭扞 鈫 2 脳 (H鈥揑)
Bond | Bond Energy (kJ/mol) |
贬鈭扞 | ? |
贬鈭扝 | 436 |
滨鈭扞 | 151 |
Bond | 贬鈭扞 |
---|---|
Bond Energy (kJ/mol) | ? |
Bond | 贬鈭扝 |
---|---|
Bond Energy (kJ/mol) | 436 |
Bond | 滨鈭扞 |
---|---|
Bond Energy (kJ/mol) | 151 |
The energy change for this reaction is 鈥3 kJ/mol. Calculate the bond energy of the H鈥揑 bond.
- Energy in = 436 + 151 = 587 kJ/mol
- Energy out = 2 脳 (bond energy of H鈥揑) = 2(H鈥揑)
- Energy change = in 鈥 out = 587 鈥 2(H鈥揑) = 鈥3 kJ/mol
- Rearrange to: 2(H鈥揑) = 587 + 3 = 590 kJ/mol
- Therefore: (H鈥揑) = 590 梅 2 = 295 kJ/mol