Time tables

Below are given time tables of Lectures and Exercises.
The tables are under construction!
Download the (old) lecture time table as a MS Word document



Lectures, Fall 2006

Engel refers to Thomas Engel: Quantum Chemistry & Spectroscopy (2006).
Problem refers to the set of training problems developed for this course.
X refers to problems from previous examination sets.

The lecture plan is tentative and is subject to change according to the development of the lecture course. The indicated sections in Engel do not precisely correspond to the material covered in the course; in the lectures, a different weighting of the individual subjects will frequently occur.

4/9  Engel  1.1-1.4, 2.2  Historical intro: Planck, Einstein (photoelectric effect)  
7/9  Engel  1.5, 1.7, 2.4, 2.5  Bohr; de Broglie; Heisenberg; Schrödinger  Problem 1
11/9  Engel  3.1-4, 4.1-2  The postulates of quantum mechanics: Particle in a box  Problem 2
14/9  Engel  5.3, 7.1 (7.6)  Particle in a box (cont.); harmonic oscillator  Problem 3
18/9  Engel  7.1, 7.2  Harmonic oscillator (cont.); particle on a ring  Problem 4
21/9  Engel  7.3, 7.4 (7.8)  Particle on a ring (cont.); rigid linear rotor; angular momentum  Problem 8
25/9  Engel  9.1, 9.3  The hydrogen atom  Problem 5
28/9  Engel  9.4, 9.5  The Hydrogen atom (cont.); atomic orbitals  Problem 6
2/10  Engel 10.1, 10.2, 10.3, 10.4, 10.5  Many electron atoms; Helium  Problem 7
5/10  Engel 12.2 (15.4, 16.2)  Born-Oppenheimer app.; potential energy surfaces  X Jan 2002 (2)
9/10  Engel 12.2, 12.3, 12.4, 13.2  LCAO-MO; secular equations  Problem 10
12/10  Engel 14.7  LCAO-MO models (Hückel)  Problem 11
     No lectures in week 42  
23/10  (Engel 16)  LCAO-MO models (and beyond)  Problem 12
26/10  Engel 17.1, 17.2, 17.3  Molecular symmetry elements; point groups  Problem 13
30/10  Engel 17.4, 17.5  Representations; characters  -
2/11  Engel 17.6, 17.7, 17.8 (8.4)  Symmetry of wavefunctions; transition moment vectors  -
6/11  Engel 8.4 (8.9)  Transition moment (forts.); selection rules  Problem 14
9/11  Engel 8.1, 8.2, 8.3, 8.6  Rotation- and IR-spectroscopy (diatomic molecules)  Problem 9
13/11  Engel 17.7  IR spectroscopy (polyatomige molecules)  Problem 15
16/11  Engel 15.5, 15.6, 15.7, 15.8  UV-VIS spectroscopy; configuration interaction (CI)  Problem 16,
 X Jun 2000 (2)
20/11  Engel 15.5, 15.6, 15.7, 15.8  UV-VIS spectroscopy; benzenoid hydrocarbons  Problem 17
23/11  Engel 15.10  UV Photoelectron Spectroscopy  X Jun 2001 (1)
27/11  Engel 15.4  Franck-Condon principle  Problem 18
30/11    Problem 19 and 20  
4/12    Problem 21, 22, and X Jan 2003 (1)  
7/12    X Jun 2004 (1) + ...  
11/12    Repetition and problem solving  
14/12    Repetition and problem solving  

Status Dec. 01, 2006; changes may occur!



Øvelsesplan, Efteråret 2006

PC-øvelser i Molekylær Modelering afholdes 02/11, 06/11 og 09/11, fra kl. 13:00 til 16:00. Øvelserne finder sted i PC-laboratoriet, Bygn. 16.1. Øvelsesvejledninger vil blive uddelt.

Laboratorieøvelser i Optisk Spektroskopi afholdes eftermiddagene 27/11 og 04/12, kl. 13:30 - 15:00. Øvelserne finder sted i Laboratorium for Optisk Spektroskopi, Bygn. 17.1. Deltagerne inddeles i et antal hold, A, B, C, ..., der hver gennemfører 2 øvelser: Øvelse 1 (IR) og Øvelse 2 (UV-Vis). Øvelsernes afvikling og holdinddelingen er angivet herunder. I øvrigt henvises til Laboratorieøvelser i Optisk Spektroskopi, RUC, Institut I, November 2006 [uddeles].

E2006  A  B    
Ma 27/11 13:30-15:00  1  2    
Ma 04/12 13:30-15:00  2  1    
         
         

 

Hold-inddeling

A  
 
 
B  
 
 
C  
 
 
D