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Lecture 01 Welcome

Lecture 02 - Bohr's atom, De Broglie Matter Waves and Schrodinger equation

Lecture 03 Electromagnetic Radiation

Lecture 04 Interaction of Radiation with Matter

Lecture 05 Molecular Spectroscopy

Lecture 06 Elementary Mathematical Functions 1

Lecture 07 Review of Properties of Elementary Functions II

Lecture 08 - Time Dependent Schrödinger Equation & Time Independent Schrödinger Equation

Lecture 09 - Schrödinger Equation Particle in a One-dimensional Box : Part I

Lecture 10 - Schrödinger Equation Particle in a One-dimensional Box : Part II

Lecture 11 - Schrödinger Equation Particle in Two-dimensional Box : Part I

Lecture 12 - Particle in Two-dimensional Box : Part II Uncertainty Principle

Lecture 13 - Particle in Two-dimensional Box : Part III Expectation Values

Lecture 14 - The Quantum Mechanics of Hydrogen Atom - Part I

Lecture 15 - The Quantum Mechanics of Hydrogen Atom - Part II

Lecture 16 - The Quantum Mechanics of Hydrogen Atom - Part III

Lecture 17 - The Quantum Mechanics of Hydrogen Atom - Part IV

Lecture 18 - The Quantum Mechanics of Hydrogen Atom - Part V

Lecture 20 Harmonic Oscillator Model - Part I

Lecture 21 Harmonic Oscillator Model - Part II

Lecture 22 Harmonic Oscillator Model - Part III

Lecture 24 Particle on a Ring - Part I

Lecture 23 Harmonic Oscillator Model - Part IV

Lecture 25 Particle on a Ring - Part II

Lecture 19A - Assignment 1 Solution/Hints

Lecture 19C _ Assignment 1 Solution/Hints

Lecture 19D - Assignment 1 Solution/Hints

Lecture 19B - Assignment 1 Solution/Hints

Lecture 19E - Assignment 1 Solution/Hints

Lecture 26 - Heisenberg’s Uncertainty Relation

Lecture 27A - Operators, Commutators, Eigenvalues and Eigenvectors

Lecture 27B - Operators, Commutators, Eigenvalues and Eigenvectors

Lecture 28 - Introduction to Chemical Applications

Lecture 29 - Radiation Densities and Einstein’s Semiclassical model

Lecture 30 - Born Oppenheimer Approximation

Lecture 31 - Beer Lambert Law

Lecture 32 - Diatomic Vibrational Spectra Harmonic Model

Lecture 33 - Diatomic Vibration Morse Oscillator Model

Lecture 34 - Molecular Vibrations in Polyatomic Molecules - Qualitative Account

Lecture 35 - Polyatomic Vibrations - Illustrative examples of normal vibrations

Description:

Chemistry I: Introduction to Quantum Chemistry and Molecular Spectroscopy. Instructor: Prof. Mangala Sunder Krishnan, Department of Chemistry, IIT Madras. This course is meant to be introductory and points out the underlying mathematical framework in all of physical sciences. It is a must for all areas of chemistry where atomistic level explanations are needed for understanding concepts. Thus, spectroscopy, chemical reaction dynamics, statistical thermodynamics, molecular properties and molecular structure determination are all areas for which an understanding of the principles of quantum chemistry and spectroscopy are a must.

Chemistry I - Introduction to Quantum Chemistry and Molecular Spectroscopy

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#Science #Chemistry #Physics #Quantum Mechanics #Analytical Chemistry #Spectroscopy #Molecular Spectroscopy #Schrodinger Equation #Quantum Chemistry #Electromagnetic Theory #Electromagnetic Radiation #Uncertainty Principle