Overview
Syllabus
Lecture 0 (1 of 1) - Course Introduction.
Lecture 1 (1 of 2) - Complex Numbers.
Lecture 1 (2 of 2) - Euler's Formula.
Lecture 2 (1 of 3) - Differential Equations Introduction.
Lecture 2 (2 of 3) - First Order DE Example.
Lecture 2 (3 of 3) - Second Order ODE.
Lecture 3 (1 of 3) - Quantization.
Lecture 3 (2 of 3) - Photoelectric Effect Example.
Lecture 3 (3 of 3) - Heat Capacities Of Solids.
Lecture 4 (1 of 6) - Spectroscopy and the Hydrogen Atom.
Lecture 4 (2 of 6) - The Rutherford Atom.
Lecture 4 (3 of 6) - The Bohr Radius.
Lecture 4 (4 of 6) - The Bohr Atom.
Lecture 4 (5 of 6) - Bohr Model Examples.
Lecture 4 (6 of 6) - de Broglie and Heisenberg.
Lecture 5 (1 of 2) - Probability Definitions.
Lecture 5 (2 of 2) - Continuous Distribution Example.
Lecture 6 (1 of 6) - The Schrödinger Equation.
Lecture 6 (2 of 6) - Particle in a Box Part 1.
Lecture 6 (3 of 6) - Particle in a Box Part 2.
Lecture 6 (4 of 6) - Butadiene Example.
Lecture 6 (5 of 6) - Normalization.
Lecture 6 (6 of 6) - Probability of Finding the Particle.
Lecture 7 (1 of 6) - Four Postulates of QM.
Lecture 7 (2 of 6) - Eigenfunctions and Eigenvalues.
Lecture 7 (3 of 6) - Commutation.
Lecture 7 (4 of 6) - Expectation Values.
Lecture 7 (5 of 6) - Expectation Values Part 2.
Lecture 7 (6 of 6) - Uncertainty And Commutation.
Lecture 8 (1 of 6) - Finite Potentials.
Lecture 8 (2 of 6) - Defining the Three Regions.
Lecture 8 (3 of 6) - Finite Potential Boundary Conditions.
Lecture 8 (4 of 6) - Finite Potential Solutions.
Lecture 8 (5 of 6) - Tunneling Intro.
Lecture 8 (6 of 6) - Tunneling Example.
Lecture 9 (1 of 6) - Simple Harmonic Oscillator Intro.
Lecture 9 (2 of 6) - Commutation of Ladder Operators.
Lecture 9 (3 of 6) - Use of Raising and Lowering Operators.
Lecture 9 (4 of 6) - Solving for Psi.
Lecture 9 (5 of 6) - Solving for Ground State Energy.
Lecture 9 (6 of 6) - Diatomic Molecules.
Lecture 11 (1 of 6) - Rotational Spectroscopy Intro.
Lecture 11 (2 of 6) - Setting up the Schrodinger Equation.
Lecture 11 (3 of 6) - Solving Phi.
Lecture 11 (4 of 6) - Solving Theta.
Lecture 11 (5 of 6) - Rigid Rotator Spectroscopy.
Lecture 11 (6 of 6) - Angular Momentum.
Lecture 12 (1 of 7) - The Hydrogen Atom.
Lecture 12 (2 of 7) - Hydrogen Atom Solutions.
Lecture 12 (3 of 7) - Spherical Volume Element.
Lecture 12 (4 of 7) - 1s Most Probable Radius.
Lecture 12 (5 of 7) - p orbitals.
Lecture 12 (6 of 7) - p orbital properties.
Lecture 12 (7 of 7) - d orbitals.
Lecture 13 (1 of 2) - The Zeeman Effect.
Lecture 13 (2 of 2) - Intrinsic Spin.
Lecture 14 (1 of 5) - The Secular Determinant.
Lecture 14 (2 of 5) - The Variational Principle.
Lecture 14 (3 of 5) - The Variational Principle Example.
Lecture 14 (4 of 5) - The Variational Principle Ex. Result.
Lecture 14 (5 of 5) - The Variational Principle Comparison.
Lecture 15 (1 of 6) - Hermetian Operators.
Lecture 15 (2 of 6) - H2+ Setup.
Lecture 15 (3 of 6) - H2+ Variational Principle.
Lecture 15 (4 of 6) - H2+ Wavefunctions.
Lecture 15 (5 of 6) - Molecular Orbitals.
Lecture 15 (6 of 6) - Bond Order.
Lecture 17 (1 of 6) - VSEPR and Hybridisation Intro.
Lecture 17 (2 of 6) - sp Hybridisation.
Lecture 17 (3 of 6) - sp Conclusion and sp2 Hybridisation.
Lecture 17 (4 of 6) - sp3 Hybridisation.
Lecture 17 (5 of 6) - sp3 Hybridisation (cont.).
Lecture 17 (6 of 6) - sp3 Hybridisation Conclusion.
Lecture 18 (1 of 2) - NMR Background.
Lecture 18 (2 of 2) - NMR Spectra.
Lecture 19 (1 of 2) - Electronic Transitions.
Lecture 19 (2 of 2) - Photochemistry.
Lecture 14 (2 of 6) - sp Hybridised Orbital Orientation.
Lecture 14 (1 of 6) - Molecular Orbitals.
Lecture 14 (3 of 6) - sp Hybridised Orbital Normalisation.
Lecture 14 (4 of 6) - sp3 Hybridised Orbitals Setup.
Lecture 14 (6 of 6) - sp3 Hybridised Orbitals Conclusion.
Lecture 14 (5 of 6) - sp3 Hybridised Orbitals Solved.
Lecture 15 (5 of 6) - Molecular Orbitals.
Lecture 6 (1 of 6) - The Schrödinger Equation.
Lecture 15 (6 of 6) - Bond Order.
Taught by
Michael Groves