Lecture on AQA Thermodynamics
Introduction
- Presenter: Chris Harris
- Focus on AQA Chemistry A-Level Thermodynamics
- Video includes:
- Born-Haber Cycles
- Gibbs Free Energy
- Entropy
- Resources available on the A Lurie Chemistry YouTube channel
Born-Haber Cycles
- Definition: Used to calculate lattice enthalpies
- Components include:
- Enthalpy change of formation
- Lattice enthalpy of formation
- Lattice enthalpy of dissociation
- Enthalpy change of atomization
- First ionization energy
- First and second electron affinity
- Key Concepts:
- Cycles illustrate the formation of ionic compounds from gaseous ions
- Steps involve breaking bonds and forming new ones
Calculating Lattice Enthalpies
- Use Hess’s Law approach
- Manipulate equations by reversing signs going against arrows
- Example: Calculation of lattice enthalpy for lithium chloride
- Check for consistency using zero sum rule
Theoretical vs. Experimental Lattice Enthalpies
- Differences arise from covalent character in ionic compounds
- Perfectly ionic models assume spherical ions with uniform charge
- Experimental values often higher due to ion polarization
Enthalpy Change of Solution
- Definition: Enthalpy change when one mole of an ionic substance dissolves
- Key Processes:
- Ionic lattice dissociation
- Hydration of ions
- Use of special Hess cycle for calculations
Entropy
- Definition: Measure of disorder or randomness
- Higher entropy indicates more disorder
- Solids < Liquids < Gases in terms of entropy
- Entropy calculations:
- Delta S = Entropy of Products - Entropy of Reactants
Gibbs Free Energy
- Equation: ΔG = ΔH - TΔS
- ΔG determines reaction feasibility (must be ≤ 0)
- Impacts of temperature on feasibility
Application Examples
- Included calculations for specific reactions
- Examined role of temperature in determining feasibility
Conclusion
- Comprehensive guide aligning with AQA specifications
- Slides and resources available for purchase
Additional Resources
- Visit A Lurie Chemistry YouTube for more tutorials and exam techniques
Focus on key calculations and understanding the principles behind each concept. Review examples and equations for clarity on application in exams. Remember to verify calculated values with expected outcomes to ensure accuracy.