CHM 6490: Theoretical Molecular Spectroscopy
Spring 2008
The first class will
meet on Jan 7 (Mon) at UST 0105 (see the map below)

Section: 6789
Room: UST (Ustler Hall) 0105 or
NPB (New
Period: MWF 5 (11:45 – 12:35 PM)
Instructor: So Hirata
E-mail:
(352) 392-6976
Office: NPB (New
Office Hours: MWF 6 (12:50 –1:40 PM)
Textbook: Daniel C. Harris and Michael D. Bertolucci
Symmetry and Spectroscopy: An Introduction to Vibrational and Electronic Spectroscopy (Required)
Available from the UF bookstore
Other texts: Peter Atkins & Julio de Paula
Physical Chemistry, 7th Edition
Attila Szabo and Neil S. Ostlund
Modern Quantum Chemistry: An Introduction to Advanced Electronic Structure Theory
Corequisites: CHM 6470 (Chemical Bond and Spectra I)
Objective: Master the theoretical bases of the vibrational (infrared absorption and Raman scattering) and electronic (optical absorption and photoelectron) spectroscopies. Review the point-group symmetry and the basics of quantum mechanics and molecular orbital theory. Write short computer programs for a general finite-difference one-dimensional Schrödinger equation solver (particle in a box, particle in a finite depth, tunneling, harmonic potential, Morse potential, double well potential, finite-temperature Franck-Condon analysis, wave packet dynamics), polyatomic normal coordinate analysis (vibrational spectra of the water molecule), and the Hückel MO method for molecules and periodic extended systems (photoelectron spectra of polycyclic aromatic hydrocarbons and the energy band structures of metallic and semi-conducting polyacetylene).
Exams: There will be no exams.
Class attendance and participation (30 pts): Class will review quantum mechanics, symmetry and spectroscopies by solving problems. Students are asked to work on these problems and show solutions in front of the class. The attendance and participation will total 30 points.
Computer lab reports (70 pts): Each student will write short computer programs and solve Schrödinger equations for electronic or vibrational motions. Written reports including the computer codes, their input and output, and a discussion of the results must be submitted. They will total 70 points.
Grades: The total available points will be 100. Grade A will be given to a score 80 – 100; B to 70 – 79; C to 60 – 69; D to 50 – 59.
Honor Code: Students, faculty, and all participants of UF’s academic activities are bound by an Honor Code (see http://itl.chem.ufl.edu/honor.html).
Other information: Students with disability may request special classroom and other facilities through the Dean of Students. Counseling services are available through several UF organizations.
Tentative Schedule:
|
Dates |
Topics |
Book chapters |
|
Jan 7, 9, 11 |
Point group symmetry review |
Chapter 1 |
|
Jan 14, 16, 18, 23 |
Quantum mechanics review |
Chapter 2 |
|
Jan 25, 28, 30, Feb 1, 4, 6, 8 |
Computer laboratory (one-dimensional Schrödinger equation solver) |
|
|
Feb 11, 13, 15, 18 |
Vibrational spectroscopy |
Chapter 3 |
|
Feb 20, 22+, 25+, 27, 29, Mar 3, 5 |
Computer laboratory (diatomic molecules) |
|
|
Mar 7, 17, 19, 21, 24 |
Molecular orbital theory |
Chapter 4 |
|
Mar 26, 28, 31, Apr 2, 4, 7*, 9*,11* |
Computer laboratory (normal
coordinate analysis and |
|
|
Apr 14, 16, 18, 21, 23 |
Electronic spectroscopy |
Chapter 5 |
+Sanibel Symposium (instructor may
not be present).
%ACS New Orleans Meeting (instructor may not be present).