Difference between revisions of "Simulation Methods in Practice SS 2014"
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** [http://www.pa.msu.edu/people/tomanek/SIESTA-installation.html SIESTA Installation Guide] | ** [http://www.pa.msu.edu/people/tomanek/SIESTA-installation.html SIESTA Installation Guide] | ||
** [http://icmab.cat/leem/siesta/Documentation/Tutorials/Lyon-2007/index.html Hands-on-tutorial for SIESTA, Lyon 2007] | ** [http://icmab.cat/leem/siesta/Documentation/Tutorials/Lyon-2007/index.html Hands-on-tutorial for SIESTA, Lyon 2007] | ||
+ | |||
+ | *'''[[Media:Sim_Methods22_2014_ws2.zip|Worksheet 2 (zip-File with si.fdf)]]''' ''Properties of fermions and Density functional theory'' | ||
+ | ** [[Media:Sim_MethodsII_2014_worksheet2.pdf|Worksheet 2 (the work sheet as a single PDF file)]] |
Revision as of 10:25, 24 April 2014
Tutorials
- The tutorials will take place in the ICP CIP-Pool every Wednesday at 8:00-9:30.
- New worksheets are handed out every two weeks. The first worksheet will be handed out on Thu. 10.04. The following week is dedicated to working on problems related to the last worksheet. Homework in the form of a report should be sent to the responsible tutor (Bibek Adhikari or Narayanan Krishnamoorthy Anand) before the next worksheet will be handed out. The two-week cycle ends with the discussion of results of the previous worksheet and handing out a new one.
- The worksheets should be handed in every second Tuesday until 10 am (see dates below).
- Assessment of the tutorials
Each task within the tutorial is assigned a given number of points. Each student should have 50 % of the points from each tutorial as a prerequisite for the oral examination.
- Dates:
Worksheet | Handed out | To be handed in |
---|---|---|
Worksheet 1 | 10.04.2014 | 22.04.2014 |
Worksheet 2 | 24.04.2014 | 06.05.2014 |
Worksheet 3 | 08.05.2014 | 20.05.2014 |
Worksheet 4 | 22.05.2014 | 03.06.2014 |
Worksheet 5 | 05.06.2014 | 24.06.2014 |
Worksheet 6 | 03.07.2014 | 15.07.2014 |
Worksheets
- Worksheet 1 (zip-File with SIESTA input files and attachments) Quantum mechanical approaches - Hückel approximation and DFT methods
- Worksheet 2 (zip-File with si.fdf) Properties of fermions and Density functional theory