Learn · Applied Statistical Thermodynamics
Lecture 20 of 40week 06
Lec 20: Semi Grand Canonical Ensemble and Comparison of Ensembles
Prof. Tamal Banerjee · IIT Guwahati
Credits and licence
- From
- Applied Statistical Thermodynamics, IIT Guwahati (at NPTEL)
- Licence
- CC BY-NC-SA, as NPTEL states it. Non-commercial use only.
- Attribution
- NPTEL states: "Distributed under Creative Commons Attribution-ShareAlike / CC BY - NC - SA", beside a BY-NC-SA badge.
- Who can watch
- Tweens profiles and older. How courses are placed
All the lectures
- Lec 1: Introduction to Statistical Thermodynamics
- Lec 2: Postulates and Boltzmann Distribution
- Lec 3: Properties of Canonical Partition Function
- Lec 4: Canonical Partition Function and Thermodynamic Properties
- Lec 5: Thermodynamic Properties of Ideal Monoatomic Gases​
- Lec 6: Monoatomic Gases and Gibbs Entropy Equation
- Lec 7: Energy Fluctuations for Monoatomic Gases
- Lec 8: Partition Function for Diatomic Gases
- Lec 9: Vibrational Partition Function
- Lec 10: Partition Function for Ideal Polyatomic Gas
- Lec 11: Normal Mode Analysis
- Lec 12: Illustrations
- Lec 13: Non-reacting Ideal Gas Mixture
- Lec 14: Chemically Reacting Gas Mixture
- Lec 15: Degree of Ionization of Gas Molecules
- Lec 16: Problems on Ionization of Gas Molecules
- Lec 17: Microcanonical and Grand Canonical Ensemble
- Lec 18: Isobaric Isothermal Ensemble
- Lec 19: Fluctuations in Grand canonical and Isothermal Isobaric Ensembles
- Lec 20: Semi Grand Canonical Ensemble and Comparison of Ensembles
- Lec 21: Problems and Adsorbtion Isotherms
- Lec 22: Virial Equation of State for Polyatomic Molecules
- Lec 23: Virial Equation of State
- Lec 24: Virial Equation of State with Higher Order Terms
- Lec 25: Thermodynamic Properties from Virial Equation of State
- Lec 26: Interaction Potentials for Spherical Molecules
- Lec 27: Inferences from Intermolecular Potentials
- Lec 28: Engineering Application of Virial Equation of State
- Lec 29: Einstein Model
- Lec 30: Einstein Model (Continued)
- Lec 31: Debye Model
- Lec 32: Sublimation Pressure and Enthalpy of Crystals
- Lec 33: Flory Huggin's Model
- Lec 34: Ising Model
- Lec 35: Radial Distribution Function
- Lec 36: Radial Distribution Function
- Lec 37: Molecular Dynamics Simulations
- Lec 38: Square well Potential and Barker Henderson Pertubation Theory
- Live Session 20-02-2024
- Live Session 09-04-2024