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Theoretical and Computational Biophysics
This note covers the following topics: Protein Structure and Dynamics, Statistical Mechanics of Proteins, Steered Molecular Dynamics of Proteins, Simulating Membrane Channels, Quantum Chemistry of Proteins, Parameters for Classical Force Fields, Bioinformatics of Proteins, Simulation of Lipids and Modeling Large Systems.
Author(s): University Of Illinois At Urbana-champaign
NA Pages 
Introduction to Computational Chemistry
This note covers the following topics: Organic Chemistry: organocatalysis, Bioorganic Chemistry: peptide conformation, Photochemistry and Photobiology: olefins, vision and switches.
Author(s): NA
134 Pages
Advanced Computational Chemistry Lecture notes
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.
Author(s): Pekka Manninen
NA Pages
Lecture Notes in Computational Chemistry
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.
Author(s): Jurg Hutter
152 Pages
Introduction to Molecular Mechanics (PDF 43p)
This note covers the following topics: Stretching Interactions, The Force-Field, Stretch Energy, Bend Energy, Torsional Energy, van der Waals Energy, Electrostatic Energy, Fitting Atomic Charges, The Fluctuating Charge Model, Other Polarizable Models, Parameterizing the Force Fields and Heats of Formation.
Author(s): C. David Sherrill
43 Pages
Introduction to Hartree FockMolecular Orbital Theory (PDF presentation 25p)
This note covers the following topics: The Molecular Hamiltonian, Simplified Notation, Born-Oppenheimer Mathematics, The Variational Theorem.
Author(s): C. David Sherrill
25 Pages
Introduction to Electron Correlation (PDF 37p)
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Author(s): NA
NA PagesAdvertisement
