Physical Chemistry lecture that derives the Gibbs Phase Rule. The rule is derived based on the fact the chemical potential of all phases are equal at equilibrium.
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Particle On A Sphere Wavefunction | Physical Chemistry II | 7.5
Particle On A Ring | Physical Chemistry II | 7.1
Angular Momentum Operator | Physical Chemistry II | 7.3
Particle on a Ring Wavefunction | Physical Chemistry II | 7.2
Particle On A Sphere | Physical Chemistry II | 7.4
Le Chatelier's Principle | General Chemistry II | 7.5
Calculating Equilibrium Constants | General Chemistry II | 7.3
Law of Mass Action | General Chemistry II | 7.2
Introduction to Chemical Equilibrium | General Chemistry II | 7.1
Equilibrium Partial Pressures | General Chemistry II | 7.4
Harmonic Oscillator Wavefunction | Physical Chemistry II | 6.4
Reduced Mass | Physical Chemistry II | 6.2
Normalizing the Harmonic Oscillator Wavefunction | Physical Chemistry II | 6.5
Average Displacement of Harmonic Oscillator | Physical Chemistry II | 6.6
Harmonic Oscillator | Physical Chemistry II | 6.3
Vibrational Motion | Physical Chemistry II | 6.1
Arrhenius Equation Examples | General Chemistry II | 6.9
Calculating Second Order Rates | General Chemistry II | 6.4
Zero Order Rate Law | General Chemistry II | 6.5
More Than One Reactant | General Chemistry II | 6.6
Example With Multiple Reactants| General Chemistry II | 6.7
Arrhenius Equation | General Chemistry II | 6.8
Calculating the Half-Life | General Chemistry II | 6.2
Second Order Rate Law | General Chemistry II | 6.3