Learn · Quantum Chemistry of Atoms and Molecules
Lecture 12 of 67Week 3
Lecture 12 : Harmonic Oscillator: Part 1
Prof. Anindya Datta · IIT Bombay
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All the lectures
- Lecture 1 : Basic Introduction
- Lecture 2 : Bohr Model and Beyond…
- Lecture 3 : The wave nature of matter
- Lecture 4 : Ground Rules: Postulates of Quantum mechanics : Part I
- Lecture 5 : Ground Rules: Postulates of Quantum mechanics : Part II
- Lecture 6 : Particle in a box: Part I
- Lecture 7 : Particle in a box: Part II
- Lecture 8 : Particle in a box: Part III
- Lecture 9 : Particle in a box: Uncertainity Priciple
- Lecture 10 : Particle in a box: Uncertainity Priciple- Continued
- Lecture 11 : Quantum Mechanical Tunneling
- Lecture 12 : Harmonic Oscillator: Part 1
- Lecture 13 : Harmonic Oscillator: Part 2
- Lecture 14 : Harmonic Oscillator: Part 3
- Lecture 15 : Harmonic Oscillators: Wave Functions and Recursion formulae
- Lecture 16 : Harmonic Oscillators: Wave Functions and Recursion formulae…..Continued
- Lecture 17 : Harmonic Oscillators: Conclusions
- Lecture 18 : Rigid Rotor: Part 1
- Lecture 19 : Rigid Rotor: Part 2
- Lecture 20 : Rigid Rotor: Part 3
- Lecture 21 : Polar Plots of Spherical Harmonics
- Lecture 22 : Angular Momentum
- Lecture 23 : Angular Momentum…Continued
- Lecture 24 : Hydrogen Atom: Schrodinger Equation
- Lecture 25 : Hydrogen Atom: Schrodinger Equation….Continued
- Lecture 26 : Hydrogen atom: Quantum numbers
- Lecture 27 : Radial Probability distribution functions
- Lecture 28 : Hydrogen atom wavefunctions: s orbitals
- Lecture 29 : 2s orbital
- Lecture 30 : 2p orbitals
- Lecture 31 : 3pz and 3d orbitals
- Lecture 32 : Atomic orbitals and orbital approximation
- Lecture 33 : Multi electron atoms
- Lecture 34 : He atom wavefunction
- Lecture 35 : Excited states of many electron atoms
- Lecture 36 : Introduction to Perturbation theory
- Lecture 37 : Scope of Perturbation theory
- Lecture 38 : Application of Perturbation theory: Anharmonic oscillator
- Lecture 39 : Higher order perturbations
- Lecture 40 : Perturbation theory for non-degenerate states
- Lecture 41 : Perturbation Theory for degenerate states
- Lecture 42 : Application of Perturbation Theory for degenerate States
- Lecture 43 : Variation Method
- Lecture 44 : Variational Method- Continued….
- Lecture 45 : Variational calculations for Harmonic Oscillator and Particle in a Box
- Lecture 46 : Secular equations in Variational calculations
- Lecture 47 : Secular equations for particle in a box
- Lecture 48 : Variational calculation for particle in a box…..continued
- Lecture 49 : Perturbation theory for many electron atoms
- Lecture 50 : Variational method for many electron atoms
- Lecture 51 : Hartree-Fock Equations and Self Consistent Fields
- Lecture 52 : Hartree-Fock Equations for He
- Lecture 53 : Hartree-Fock Equations for He: Part2
- Lecture 54 : Electronic Wavefunctions of He atom
- Lecture 55 : Valance Bond Theory and homonuclear diatomics: Part1
- Lecture 56 : Valance Bond Theory and homonuclear diatomics: Part2
- Lecture 57 : Molecular shape and hybrid orbitals
- Lecture 58 : sp2 hybridization
- Lecture 59 : sp3 hybridization
- Lecture 60 : Non-equivalent hybrid orbitals
- Lecture 61 : Molecular Orbital Theory for H2+
- Lecture 62 : Molecular orbital theory for homonuclear diatomic molecules
- Lecture 63 : Beyond Homonuclear diatomic molecules
- Lecture 64 : MOT for polyatomic molecules
- Lecture 65 : Huckel MOT-1
- Lecture 66 : Huckel MOT-2
- Lecture 67 : The last word