- Absorption refrigerators
- Adiabatic compression in a diesel engine
- Air conditioners
- Air conditioners in real life
- Atmospheric convection
- Barometric equation - the exponential atmosphere
- Binomial coefficients and probability
- Bulk modulus and the speed of sound
- Carnot cycle
- Carnot engine - a realistic version
- Chemical potential - application to the Einstein solid
- Chemical potential of an ideal gas
- Chemical potential of a mixture of ideal gases
- Compression work
- Diesel engines
- Diffusion equation
- Diffusion in an ideal gas - Fick's law
- Diffusion - a couple of examples
- Effusion - gas leaking through a small hole
- Einstein solid
- Einstein solid - analytic solution for heat capacity
- Einstein solids - multiplicity of large systems
- Einstein solid - numerical solution
- Enthalpy
- Enthalpy - a few examples
- Enthalpy in chemical reactions
- Enthalpy in the Hampson-Linde cycle
- Entropy
- Entropy - a few examples
- Entropy and heat
- Entropy and temperature in a monatomic crystal
- Entropy changes in macroscopic systems
- Entropy of an ideal gas - Sackur-Tetrode equation
- Entropy of diamond and graphite
- Entropy of distinguishable molecules
- Entropy of mixing
- Entropy of water and steam
- Equipartition theorem - qualitative treatment
- Heat, work and temperature
- Heat capacities at constant volume and pressure
- Heat capacities in terms of entropy
- Heat capacity and specific heat capacity
- Heat engines
- Heat equation
- Heat pumps
- Ideal gas law
- Ideal gas - relation of average speed of molecules to temperature
- Interacting Einstein solids
- Interacting Einstein solids - a few examples
- Interacting Einstein solids - rectangular peak in multiplicity graph
- Interacting Einstein solids - sharpness of the multiplicity function
- Internal combustion engine - the Otto cycle
- Isothermal and adiabatic compression of an ideal gas
- Laser cooling
- Latent heat
- Liquefying gases - the Hampson-Linde cycle
- Logarithms - a few properties
- Magnetic cooling
- Measuring heat capacity at constant volume
- Multiplicity of a 2-dim ideal gas
- Multiplicity of interacting ideal gases
- Paramagnets and coin flips - peak and width of multiplicity function
- Partition function
- Power plants as heat engines
- Predicting heat capacity
- Pressure in terms of entropy - the thermodynamic identity
- PV diagrams - a diatomic ideal gas undergoes a rectangular cycle
- PV diagrams - a monatomic ideal gas follows a triangular cycle
- Quasistatic adiabatic process in an ideal gas
- Refrigerators
- Refrigerators in the real world
- Random walks and diffusion
- Steam engines - the Rankine cycle
- Steam engines in the real world
- Stirling engine
- Stirling's approximation for large factorials
- Temperature
- Temperature defined from entropy
- Temperature of an Einstein solid
- Thermal conductivity of an ideal gas
- Thermal conductivity - R values
- Thermal equilibrium for entropy plots
- Thermal expansion of liquids and solids
- Third law of thermodynamics - residual entropy
- Throttling - enthalpy versus entropy
- Two-state paramagnet - analytic solution
- Two-state paramagnet - entropy as a function of temperature
- Two-state paramagnet - an experiment with DPPH
- Two-state paramagnet as an Einstein solid
- Two-state paramagnet - numerical solution
- Virial expansion for a gas
- Viscosity of an ideal gas
- Zeroth law of thermodynamics