INTRODUCTION TO MOLECULAR MODELING

4:180

MWF 10:30-11:20, C139 PC.

  

Syllabus

 

Homework:

Experiment 11: write-up due 9/19

Experiment 34: discuss 9/19

 

 

Reading:

The Potential Energy surface

The Hessian/Stationary points

Geometry Optimization

Multi-minima Problem/MD/MC/Free energy

Thermochemistry

Molecular Mechanics

Basic QM

Basis Sets

Semiempirical Methods

Electron Correlation

DFT

Charge Distribution/Spectroscopy

Solvation Models

Chapter 1 (Section 3)

Chapter 9 (section 3)

Chapter 2 (Section 4)

Chapter 3

Chapter 10

Chapter 2

Chapter 4

Chapter 6

Chapter 5

Chapter 7

Chapter 8

Chapter 9

Chapter 11

 

Announcements:

 

 

The following books are on reserve in the Chemistry Library:

Alan Hinchliffe "Modeling Molecular Structure"

Frank Jensen "Introduction to Computational Chemistry"

Andrew Leach "Molecular Modeling: Principles and Applications"

David Young "Computational Chemistry"

Atilla Szabo and Neil Ostlund "Modern Quantum Chemistry"

 

 

Select titles of previous research projects

Computational Study of Different Catalyst Systems for Ethylene Polymerization

An ab initio Study of Some Urocanic Acids: The Roles of Hydrogen Bonding in the Catalytic Triad of Serine Proteases

Computational Studies on a Myelin Basic Protein Peptide and the Role that Zinc Plays

Study of the Vibrational Frequencies of Adsorbed Sulfite and Sulfate Species on a Metal Oxide Surface

The Effect of Mutations on Protein Backbone Entropy

Stretching the m-N-N Distance in a Novel Ditantalum d0 System

 

 Outside Links

Ghemical-GMS

Ghemical-GMS Tutorial

GAMESS

MacMolplt

Computer Facility

PNNL Gaussian Basis Set Order Form

 

Syllabus

 

4:180

INTRODUCTION TO MOLECULAR MODELING

Fall 2005

Instructor: Professor Jan H. Jensen
Office: 331 CB
E-mail: jan-jensen@uiowa.edu

Office Hours: Mondays and Wednedays 4-5 or by appointment

Web Page: http://www.uiowa.edu/~c004180/

Lecture: 10:30-11:20 MWF in C139 CP

Course Material
Required Text: C. J. Cramer "Essentials of Computational Chemistry: Theories and Models" John Wiley & Sons
Required Text: W.J. Hehre, A.J. Shusterman, W.W. Huang, "A Laboratory Book of Computational Organic Chemistry," Wavefunction, Inc. 1996. Most homework problems will be assigned from this text


Manuals can be checked out from the Chemistry Center

Computational Resources

Undergraduate Computer Facility (235 CB)

Spartan, GAMESS, HyperChem (1), Titan (1)

Computational Research Facility (339 CB)

GAMESS, GAUSSIAN

Students are encouraged to find additional computational resources. GAMESS is free of charge and runs on PowerMacs, PCs and almost any UNIX system.

Course Requirements:
Grading will be based on written reports and in-class presentations of completed projects:
Homework Projects: 40%
Midterm Proposal: 20%
Research Project 40%

Course Content
This course covers the theory and application of ab initio
quantum mechanics, semiempirical molecular orbital theory, and molecular mechanics force fields to chemical research problems. Lectures will focus on the underlying theory of these methods (with emphasis on ab initio theory) and their practical application to chemical problems. Assignments will mainly consist of computational chemistry projects using modeling software such as Spartan and GAMESS. In the first half of the semester computational projects will be assigned from the text. During this time students also plan a more ambitious computational project for the second half of the semester and submit a proposal describing the project. Most of the second half of the semester is spent completing and presenting this project.

Specific topics will be covered in approximately the order shown below. Topics may be dropped or added depending on how the course progresses.

The Potential Energy Surface
Stationary Points (minima and maxima)
Characterizing Stationary Points (Hessians)
Finding/Connecting Stationary Points
Beyond Stationary Points (Monte Carlo and Molecular Dynamics)
Point Group Symmetry
Molecular Mechanics Forcefields (SYBYL, Amber)

Calculating the Energy
Intro to the Schrdinger Equation/The Born-Oppenheimer Approximation
The Molecular Orbital Approximation (RHF, UHF, ROHF)
The LCAO Approximation (basis sets)
Molecular Orbitals
Dynamic Correlation (MP2, CI)
Density Functional Theory (X-alpha, B3LYP)
Semiempirical Methods (MNDO, AM1, PM3)
Multiconfigurational SCF (CASSCF)

Intepretation and Properties
Canonical/Localized Molecular Orbitals
Density/Density Differences
Electrostatic Potentials
Charges, Dipoles
Localized Charge Distributions

Miscellaneous
Solvent Effects
QM/MM
Effective Core Potentials


Course Policies
Working together on the assigned computational projects is encouraged. However, anything you hand in must reflect your own thoughts and be in your own words. Plagiarism and cheating will not be tolerated. (See College of Liberal Arts, Handbook of Academic Policies and Procedures).
Anyone with disabilities that require special attention should feel free to contact me to make arrangements.