| Course Title | Code | Semester | L+U Hour | Credits | ECTS |
|---|---|---|---|---|---|
| - | FIZ 632 | 3 + 0 | 3.0 | 8.0 |
| Prerequisites | None |
| Language of Instruction | Turkish |
| Course Level | Graduate |
| Course Type | |
| Mode of delivery | Lecturing |
| Course Coordinator |
Prof. Dr. Kadir GÖKŞEN |
| Instructor(s) | |
| Assistants | |
| Goals | Concepts such as wave propagation, elastic waves, lattice vibrations and dispersion relations, specific heat and Debye model will comprehended. |
| Course Content | Wave propagation in one-dimensional lattices and quantization of the lattice.,Elastic constants and elastic waves in three-dimensional lattices,Quantization of lattice vibrations and dispersion relations,Phenomenolojik models,Specific heat and the Debye model,The theory of scattering of slow neutrons in solids. |
| Learning Outcomes |
| Week | Topics | Learning Methods |
|---|---|---|
| 1. Week | Wave propagation in one-dimensional lattices and quantization of the lattice. | |
| 2. Week | Wave propagation in one-dimensional lattices and quantization of the lattice. | |
| 3. Week | Wave propagation in one-dimensional lattices and quantization of the lattice. | |
| 4. Week | Elastic constants and elastic waves in three-dimensional lattices. | |
| 5. Week | Elastic constants and elastic waves in three-dimensional lattices. | |
| 6. Week | Elastic constants and elastic waves in three-dimensional lattices. | |
| 7. Week | Quantization of lattice vibrations and dispersion relations. | |
| 8. Week | MIDTERM EXAM | |
| 9. Week | Quantization of lattice vibrations and dispersion relations. | |
| 10. Week | Phenomenolojik models. | |
| 11. Week | Phenomenolojik models. | |
| 12. Week | Specific heat and the Debye model. | |
| 13. Week | Specific heat and the Debye model. | |
| 14. Week | The theory of scattering of slow neutrons in solids. |
| • M.T. Dove, Introduction to Lattice Dynamics, Cambridge University Press, 2005. • C. Kittel, Introduction to Solid State Physics, 8th Edition, Wiley, 2004. • G.Burns, Solid State Physics, Academic Press, 1985. |
