724550 VO Theoretical Chemistry II
summer semester 2024 | Last update: 30.08.2024 | Place course on memo list724550
VO Theoretical Chemistry II
VO 2
2,5
weekly
annually
German
Students understand the basic intra- and intermolecular forces and their description in force fields. The students understand the basics of the description of multi-electron systems in chemistry.
Hamilton operator for multi-electron systems, Born-Oppenheimer approximation, consequences of the Pauli principle for the multi-electron wave function, atomic orbitals, molecular orbitals, determinant basis in multi-electron Hilbert space, ground state of the hydrogen molecule, dependence on the bond distance, variational principle, full CI, Gaussian functions as a single-electron basis, Hartree-Fock, Roothan equation, electro-nene correlation, perturbation theory, density functional theory.
Lecture, assessment is based on a single examination at the end of the course.
Course examination according to § 7, statute section on "study-law regulations"
Will be discussed in the first lesson.
05.03.2024
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Group 0
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| Date | Time | Location | ||
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Tue 2024-03-05
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Tue 2024-03-12
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Tue 2024-03-19
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-03-20
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-04-09
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-04-10
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-04-16
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-04-17
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-04-23
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-04-24
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-04-30
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Tue 2024-05-07
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-05-08
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-05-14
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-05-15
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-05-21
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-05-22
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-05-28
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-05-29
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-06-04
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-06-05
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-06-11
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-06-12
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-06-18
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-06-19
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Tue 2024-06-25
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10.00 - 11.30 | L.EG.200 L.EG.200 | Barrier-free | |
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Wed 2024-06-26
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18.00 - 19.30 | L.01.125 L.01.125 | Barrier-free | Tutorium |
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Fri 2024-07-05
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10.00 - 12.00 | L.EG.220 L.EG.220 | Prüfung | |
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Thu 2024-09-26
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10.00 - 12.00 | L.01.220 L.01.220 | Prüfung | |
| Group | Booking period | Date of exam | |
|---|---|---|---|
| 724550-0 | 2024-07-08 00:00 - 2024-09-22 23:59 |
2024-09-26
10:00
L.01.220
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| Liedl K. | |||