|| PH32010 |
|| SPECTROSCOPY |
|| 2003/2004 |
|| Professor Keith Birkinshaw |
|| Semester 1 |
|| Dr Tudor E Jenkins |
|| PH21010 , PH23010 |
| Course delivery
|| Lecture || 22 lectures |
|| Other || Workshop. 2 example classes |
|Assessment Type||Assessment Length/Details||Proportion|
|Semester Exam||3 Hours end of semester examination for MPhys students ||80%|
|Semester Exam||2 Hours end of semester examination for BSc students ||80%|
|Semester Assessment|| Course Work: Examples Class 2 Deadline (by week of semester): week 9||10%|
|Semester Assessment|| Course Work: Examples Class 1 Deadline (by week of semester): week 4||10%|
After taking this module students should be able to:
perform a vector addition of angular momenta using LS or jj coupling scheme.
calculate energy level shifts in a magnetic field.
classify states of single and multielectron atoms.
predict allowed transitions from selection rules.
A familiarity with the spectrum of hydrogen atoms is expected. A brief recap of relevant aspects of prerequisite courses is followed by the relevant aspects of the underlying quantum mechanics. The spectra of H atoms, alkali metals and alkaline earths and the influence of external magnetic fields (Zeeman effect) provide the data for the study of parameters influencing atomic energy levels and transitions between them. The coupling of orbital and spin angular momenta, the Pauli Exclusion Principal, etc., are discussed and the specification of electronic states is explained. Selection rules and their consequences are presented.
Spectroscopy of the H atom - gross, fine and hyperfine structure; underlying quantum theory including Schrodingers equation, quantum numbers n, l, m1.
Spin, spin-orbit coupling, total angular momentum in a single electron atom.
Many electron atoms - the Pauli Exclusion Principle.
LS coupling and jj coupling.
Electron configuration, term symbols, Hund's rules.
Alkali and alkali earth spectra.
Helium and configuration interaction.
Zeeman effect - space quantisation.
Radiative transitions and selection rules.
Width and intensity of spectral lines.
Fine and hyperfine structure - nuclear spin.
** Reference Text
Gerhard Herzberg Atomic Spectra and Atomic Structure
AP Thorne Spectrophysics
Chapman and Hall
PW Atkins Physical Chemistry
Oxford University Press ISBN 0-19-855284-X
** Should Be Purchased
TP Softley Atomic Spectra
OUP ISBN 0-19-855688-8
This module is at CQFW Level 6