GCSE Combined Science (AQA)
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Bond Energy Calculations
- Energy change in a reaction can be calculated using bond energies.
- Bond energy is the amount of energy needed to break one mole of a given covalent bond.
- Energy is needed to break bonds.
- Example: 412 kJ to break one mole of C-H bonds, 799 kJ to break one mole of C=O double bonds.
- Total energy needed to break bonds in a molecule is the sum of bond energies for all bonds in the molecule.
- Example: Methane (CH4) has 4 C-H bonds, total energy to break = 4 x 412 kJ = 1,648 kJ.
- Example: Carbon dioxide (CO2) has 2 C=O double bonds, total energy to break = 2 x 799 kJ = 1,598 kJ.
- Energy released when forming a bond is the same as the energy needed to break the bond.
- Total energy released when forming a molecule is the sum of energy released when each bond forms.
- Example: Methane formation releases 1,648 kJ, CO2 formation releases 1,598 kJ.
- During reactions, reactant bonds are broken and product bonds are formed.
- Overall energy change = energy needed to break reactant bonds - energy released when forming product bonds.
- Exothermic reaction: less energy needed to break reactant bonds than released forming product bonds.
- Example: H2 + Br2 -> 2 HBr, energy change = 629 kJ (breaking) - 732 kJ (forming) = -103 kJ (exothermic).
- Endothermic reaction: more energy needed to break reactant bonds than released forming product bonds.
- Example: Reverse of HBr formation, energy change = 732 kJ (breaking) - 629 kJ (forming) = +103 kJ (endothermic).
- Example calculation: 2 H2 + O2 -> 2 H2O.
- Step 1: Energy needed to break reactant bonds = 2 x 432 kJ (H-H) + 496 kJ (O=O) = 1,360 kJ.
- Step 2: Energy released forming product bonds = 2 x 2 x 463 kJ (H-O) = 1,852 kJ.
- Step 3: Energy change = 1,360 kJ - 1,852 kJ = -492 kJ.
- Step 4: Negative energy change indicates exothermic reaction.
- Exothermic reaction: more energy released by bond formation than taken in to break bonds, energy released to surroundings.
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