| Frame No Frame |
HyperscriptDefects in Crystals© H. Föll Topics for the Seminar 2011 /12 |
Hyperscripts of AMAT: General Information Index |
| Topics |
Group | Date | ||
| Thermodynamics of Point Defects in Ionic Crystals described by Mass Action Law | ||||
| Explain the extension of the mass actio law to defects. Discuss shortly the problems with notation (Schottky, Kröger-Vink) | ||||
| Give a simple example for the application to ionic crystals | ||||
| Give a more complex example involving Brouwer diagrams | ||||
| All necessary information can be found in the hyperscript. | ||||
| Point defects in iron and steel | ||||
| Present and discuss the available data for vacancies and self interstitial in bcc and fcc iron (ferrite and austenite). | ||||
| Discuss the influence of magnetization on diffusion. | ||||
| Present and discuss the available data for carbon interstitials in bcc and fcc iron (ferrite and austenite). | ||||
| Consequences for the processing of steel. | ||||
| Dislocations and Plastic
Deformation in Hexagonal Crystals |
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| Describe the specialities of plastic deformation in hex. crystals as a function of the crystal and defect symmetry | ||||
| Give examples, discuss the technical importance. | ||||
| Dislocations and Plastic
Deformation in bcc Crystals |
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| Describe the specialities of plastic deformation in bcc crystals. Consider glide systems, the role of screw dislocations | ||||
| Consider low temperature deformation; twinning as a deformation mode | ||||
| Applications, state of the art, outlook | ||||
| Defects in Quasicrystals
(Nobel Prize 2011) |
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| History, general background for periodic tilings in 2 Dimensions | ||||
| Quasicrystal as projections from 6-dim. crystals | ||||
| Point defects and diffusion, Phasons and quasi-dislocations, State of the art and problems | ||||