Week 1: Lecture 1: General introduction to Statistical Thermodynamics

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Week 1: Lecture 2: Configuration and Weights

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Week 1: Lecture 3:Configuration and Weights…….continuation

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Week 1: Lecture 4: Boltzmann Distribution

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Week 1:Lecture 5: The Molecular Partition Function

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Week 2: Lecture 6: The Molecular Partition Function of a uniform ladder of energy levels

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Week 2: Lecture 7: The partition function for a particle of mass m free to move in a 1D container

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Week 2: Lecture 8: The partition function for a particle of mass m free to move in a 3D container

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Week 2:Lecture 9: Numerical Problems Set-I (based on partition function)

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Week 2:Lecture 10: Numerical Problems Set-II

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Week3: Lecture11: The Internal Energy

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Week3: Lecture12: Obtaining expression for beta

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Week3: Lecture 13 :The Statistical Entropy

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Week3: Lecture14 :Connecting partition function with entropy

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Week3: Lecture15: Solving numerical problems based on Internal energy and Entropy

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Week 4: Lecture 16: Solving numerical problems based on Internal energy and Entropy

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Week 4:Lecture 17: Negative Temperature

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Week 4: Lecture 18: Further discussion on q(Partition function), U(Internal energy) and S (Entropy)

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Week 4: Lecture 19: The Canonical Partition Function

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Week 4: Lecture 20: Relating Canonical Partition Function Internal Energy and Entropy

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Week 5: Lecture 21: Recovering molecular partition function q from canonical partition function Q

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Week 5: Lecture 22: Entropy of a monatomic gas

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Week 5: Lecture 23: Further discussion on entropy of a monatomic gas - I

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Week 5: Lecture 24: Further discussion on entropy of a monatomic gas - II

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Week 5: Lecture 25: The Thermodynamic Functions (Pressure)

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Week6: Lecture26: The Thermodynamic Functions (Enthalpy)

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Week6: Lecture27: The Thermodynamic Functions (The Gibbs Energy)

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Week6: Lecture28: The Thermodynamic Functions (The Molecular Partition Function)

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Week 06: lecture 29: The Rotational Contribution to Molecular Partition Function

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Week 06: lecture 30: The Rotational Contribution to Molecular Partition Function (Nonlinear Rotor)

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Week 7: Lecture 31:The Rotational Contribution to Molecular Partition Function

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Week 7: Lecture 32 : Rotational Partition Function

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Week 7: Lecture 33: Vibrational Partition Function - I

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Week 7: Lecture 34: Vibrational Partition Function-II

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Week 7 : lecture 35: Vibrational Partition Function-Applications

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Week 8: Lecture 36: Electronic Partition Function

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Week 8: Lecture 37: Mean Energies

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Week8:Lecture 38:Mean Energies (continued)

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Week 8: Lecture 39: Heat Capacity

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Week 8: Lecture 40: Heat Capacity (continued)

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Week9: Lecture41: Mean Energies (Applications)

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Week9: Lecture42: Problem Solving

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Week9: Lecture43: Residual Entropy

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Week9: Lecture44: Residual Entropy (continued)

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Week 9: Lecture 45: Relation between equilibrium constant K and partition function q

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Week10: Lecture46: Relation between equilibrium constant K and partition function q (continued)

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Week10: Lecture47: Relation between equilibrium constant K and partition function q (Applications-1)

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Week10: Lecture48: Relation between equilibrium constant K and partition function q (Applications-2)

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Week10: Lecture 49: Contributions to equilibrium constant

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Week10: Lecture 50: Contributions to equilibrium constant (continued)

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Week11: Lecture51: Contributions to equilibrium constant (continued) and Problems Solving

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Week11: Lecture52: Problem solving

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Week11: Lecture53: Problem solving (continued)

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Week11: Lecture54: Equations of state

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Week11: Lecture55: Bose-Einstein Statistics

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Week 12: Lecture56 : Problem Solving

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Week 12: Lecture 57: FERMI- DIRAC Statistics

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Week 12: Lecture 58: Radial Distribution Function

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Week12: Lecture59: Recap-1

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Week 12: Lecture 60: Recap-2

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Live Session 17-10-2023

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Live Session 09-10-2023

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