This note describes the following topics: Theoretical
background of computational chemistry, How to do a computational research
project (lab), Potential Energy Surface, Molecular Schrodinger equation, Dirac’s
sea of electrons, Born-Oppenheimer Approximation, Variational Principle,
Hartree-Fock Self-Consistent Field (SCF) Method.
Author(s): The School of Chemistry, Faculty of Exact Sciences, Tel Aviv
University, Israel
This note covers the following topics: Organic Chemistry: organocatalysis,
Bioorganic Chemistry: peptide conformation, Photochemistry and Photobiology:
olefins, vision and switches.
This note
describes the following topics: Many-electron wave functions, Exact and
approximate wave functions, Molecular integral evaluation, Second quantization,
Hartree–Fock theory, Configuration interaction, Description of dynamical
correlation, Performance of the electronic-structure models.
This note
describes the following topics: The Schrodinger equation for N electrons and M
nuclei of a molecule, Time Dependent Methods in Spectroscopy, Molecular
Dynamics, Quantum-Based Theories of Condensed Matter, Stressed-Out Metals,
Modern Electronic Structure Method.
This lecture note
explains the following topics related to Computational Chemistry: Basic Quantum
Mechanics, Basic Mathematical Review, Molecular Hamiltonian, Two-Electron
Systems and Spin, Hartree–Fock Approximation, Molecular Orbital Theory,
Correlation Energy, Coupled Cluster Approaches, Moller–Plesset Perturbation
Theory, Density Functional Theory, Molecular Properties and NMR Chemical
Shielding.
This note describes the following topics: Theoretical
background of computational chemistry, How to do a computational research
project (lab), Potential Energy Surface, Molecular Schrodinger equation, Dirac’s
sea of electrons, Born-Oppenheimer Approximation, Variational Principle,
Hartree-Fock Self-Consistent Field (SCF) Method.
Author(s): The School of Chemistry, Faculty of Exact Sciences, Tel Aviv
University, Israel
This note covers the following topics: Small Vibrations in Classical Mechanics, Newton’s Equations of
Motion, Normal Modes of Vibration, Normal Coordinates, Polyatomic Molecules and
Scaling ZPVE’s.