lectures
1. Inter atomic forces
2. Latice vybrations and models of specific heat in solid state
3. Bonds in solid state
4. Crystla symetri and its influence on solid state material parameters
5. Theoretical description of wave proceses
6. Fundamentals of quantum mechanics with applications in solid state physics
7. Fundamentals of statistical physics
8.Dielectric properties of solid state, types of polarization, dielectrics in ac. field
9.Physical properties of liquid crystals
10.Feroelectric materials. Piezoelectric and pyroelectric efect
11.Manetic properties of materials
12.Electric properties of metals
13.Electric properties of semiconductors
14.Transport phenomena at the material contact
seminars
1. Matrix in solid state physics
2. Fundamentals of tensor mathematics
3. Evaluation of eigen vectors and eigen values
4. Tensors of stres and tenzor of strain-evaluation of deformation a and strains in izotropic and anizotropis
materials
5. Reduction of matrix elements of stres and strain tensors due to crystal symetry
6. Tensor of elastic constants
7. Single quantum mechanic models
8. Evaluation of mean physical values
9. Energetical and materials Exchange in physical systems
10. Quantum statistics
11. Mathematical description of wave propagation
12. Aplication of wave preocesses in materials engineering
1. Inter atomic forces
2. Latice vybrations and models of specific heat in solid state
3. Bonds in solid state
4. Crystla symetri and its influence on solid state material parameters
5. Theoretical description of wave proceses
6. Fundamentals of quantum mechanics with applications in solid state physics
7. Fundamentals of statistical physics
8.Dielectric properties of solid state, types of polarization, dielectrics in ac. field
9.Physical properties of liquid crystals
10.Feroelectric materials. Piezoelectric and pyroelectric efect
11.Manetic properties of materials
12.Electric properties of metals
13.Electric properties of semiconductors
14.Transport phenomena at the material contact
seminars
1. Matrix in solid state physics
2. Fundamentals of tensor mathematics
3. Evaluation of eigen vectors and eigen values
4. Tensors of stres and tenzor of strain-evaluation of deformation a and strains in izotropic and anizotropis
materials
5. Reduction of matrix elements of stres and strain tensors due to crystal symetry
6. Tensor of elastic constants
7. Single quantum mechanic models
8. Evaluation of mean physical values
9. Energetical and materials Exchange in physical systems
10. Quantum statistics
11. Mathematical description of wave propagation
12. Aplication of wave preocesses in materials engineering