Solid State Physics
Field of study: Physics
Programme code: W4-S2FZ19.2021

Module name: | Solid State Physics |
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Module code: | W4-2F-12-14 |
Programme code: | W4-S2FZ19.2021 |
Semester: | winter semester 2021/2022 |
Language of instruction: | English |
Form of verification: | exam |
ECTS credits: | 5 |
Description: | During the lecture, the student becomes familiar with the following issues:
1. Elementary Crystallography, Solid materials (crystalline, polycrystalline, amorphous), Crystal Lattice, Crystal Structure, Types of Lattices, Unit Cell, Typical Crystal Structures, Bravais Lattices.
2. Diffraction, diffraction condition, Bragg’s law, reciprocal lattice, Reciprocal lattice vectors, Brillouin zones, the Structure Factor, Lattice planes, Miller indices.
3. Crystal Dynamics, Lattice vibrations of 1D and 3D crystals, Phonons, Heat capacity from lattice vibrations, Anharmonic effects, Thermal conduction by phonons, Models of Heat Capacity (Einstein, Debye).
4. Interatomic forces, Types of bonds in crystals, Ionic, Covalent, Metallic, Van der Waals, Hydrogen.
5. Free electron Fermi gas, Fermi-Dirac Statistics, The Fermi energy, Electron Gas at T = 0 and at T > 0. Total Energy of a Gas of N Electrons, The electronic heat capacity.
6. Band Theory of Solids, electrons in a periodic potential, bands and energy gaps, weakly and strongly bound electrons, Conductors, Insulators, Semiconductors.
7. The crystal electron under the influence of an external force, the effective mass of an electron, Energy spectrum of crystal electrons in an external magnetic field, Landau levels.
8. Transport Phenomena, Electrical and thermal conductivity in solids, the Wiedemann-Franz law, Thermoelectrical and Galvanomagnetic Effects,
11. Magnetic properties of solids, diamagnetism, paramagnetism, ferro and anitiferromagnetism, Atomistic Description of the Magnetic Moments, spin and orbital moment, spin-orbit coupling, Russell-Saunders coupling, 3d and 4f elements, types of magnetic interactions.
12. Magnetic resonans (ESR, NMR)
13. Nanocrystaline solids |
Prerequisites: | Completed course of quantum mechanics, knowledge of the foundations of mathematical analysis and algebra |
Key reading: | 1) C. Kittel: Introduction to Solid State Physics,
2) Georg Busch Horst Schade: Lectures on Solid State Physics,
3) Neil W. Ashcroft, N. David Mermin: Solid state physics |
Learning outcome of the module | Codes of the learning outcomes of the programme to which the learning outcome of the module is related [level of competence: scale 1-5] |
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has in-depth knowledge of selected areas of theoretical and experimental physics [2F_14_1] |
KF_W02 [3/5] |
has extensive knowledge of quantum mechanics and statistical physics [2F_14_2] |
KF_W03 [4/5] |
has in-depth knowledge of condensed phase physics [2F_14_3] |
KF_W04 [4/5] |
knows and understands the description of physical phenomena within the selected theoretical models; can independently recreate the basic physical laws [2F_14_4] |
KF_W05 [4/5] |
knows the mathematical formalism useful in the construction and analysis of physical models with an average level of complexity; understands the consequences of using approximate methods [2F_14_5] |
KF_W06 [4/5] |
Type | Description | Codes of the learning outcomes of the module to which assessment is related |
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colloquium [2F_14_w_1] | 2 times a semester; grading scale 2-5. The final grade for the discussion classes will be based to a large extent on the results of the test. |
2F_14_1 |
activity in class [2F_14_w_2] | Solving previously posed problems and tasks. Performing analytical calculations appearing during classes at the blackboard. |
2F_14_1 |
oral exam [2F_14_w_3] | the condition for taking the exam is passing the discussion classes; scope of the material - all issues discussed during the lectures; scale grades 2-5; |
2F_14_3 |
Form of teaching | Student's own work | Assessment of the learning outcomes | |||
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Type | Description (including teaching methods) | Number of hours | Description | Number of hours | |
lecture [2F_14_fs_1] | Discussion by the lecturer of issues being the topic of the lecture |
25 | Reading lecture notes, studying recommended literature |
40 |
colloquium [2F_14_w_1] |
discussion classes [2F_14_fs_2] | Solving tasks at the blackboard |
25 | Solving tasks assigned by the tutor of the seminar |
40 |
colloquium [2F_14_w_1] |
Attachments |
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Module description (PDF) |
Syllabuses (USOSweb) | ||
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Semester | Module | Language of instruction |
(no information given) |