Overview
Syllabus
) Course Introduction.
) Concentrations.
) Properties of gases introduction.
) The ideal gas law.
) Ideal gas (continue).
) Dalton's Law.
) Real gases.
) Gas law examples.
) Internal energy.
) Expansion work.
) Heat.
) First law of thermodynamics.
) Enthalpy introduction.
) Difference between H and U.
) Heat capacity at constant pressure.
) Hess' law.
) Hess' law application.
) Kirchhoff's law.
) Adiabatic behaviour.
) Adiabatic expansion work.
) Heat engines.
) Total carnot work.
) Heat engine efficiency.
) Microstates and macrostates.
) Partition function.
) Partition function examples.
) Calculating U from partition.
) Entropy.
) Change in entropy example.
) Residual entropies and the third law.
) Absolute entropy and Spontaneity.
) Free energies.
) The gibbs free energy.
) Phase Diagrams.
) Building phase diagrams.
) The clapeyron equation.
) The clapeyron equation examples.
) The clausius Clapeyron equation.
) Chemical potential.
) The mixing of gases.
) Raoult's law.
) Real solution.
) Dilute solution.
) Colligative properties.
) Fractional distillation.
) Freezing point depression.
) Osmosis.
) Chemical potential and equilibrium.
) The equilibrium constant.
) Equilibrium concentrations.
) Le chatelier and temperature.
) Le chatelier and pressure.
) Ions in solution.
) Debye-Huckel law.
) Salting in and salting out.
) Salting in example.
) Salting out example.
) Acid equilibrium review.
) Real acid equilibrium.
) The pH of real acid solutions.
) Buffers.
) Rate law expressions.
) 2nd order type 2 integrated rate.
) 2nd order type 2 (continue).
) Strategies to determine order.
) Half life.
) The arrhenius Equation.
) The Arrhenius equation example.
) The approach to equilibrium .
) The approach to equilibrium (continue..) .
) Link between K and rate constants .
) Equilibrium shift setup .
) Time constant, tau.
) Quantifying tau and concentrations .
) Consecutive chemical reaction.
) Multi step integrated Rate laws .
) Multi-step integrated rate laws (continue..) .
) Intermediate max and rate det step .
Taught by
Academic Lesson