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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

Description:

Explore a comprehensive lecture series on advanced chemistry topics, covering quantum mechanics, spectroscopy, and molecular structure. Delve into complex numbers, differential equations, and quantum principles before examining atomic models and the Schrödinger equation. Investigate particle behavior, quantum postulates, and various potential systems. Study harmonic oscillators, rotational spectroscopy, and the hydrogen atom. Explore the Zeeman effect, variational principle, and molecular orbital theory. Examine hybridization, VSEPR theory, and spectroscopic techniques like NMR and electronic transitions. Gain a deep understanding of fundamental physical chemistry concepts and their applications in modern scientific research.

Chemistry 361B

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#Science #Chemistry #Physics #Quantum Mechanics #Mathematics #Differential Equations #Statistics & Probability #Probability #Complex Numbers #Quantum Physics #Quantum Theory #Analytical Chemistry #Spectroscopy #Schrodinger Equation

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