1. Introduction, importance, history and definition of continuum in classical, relativistic and quantum mechanics.
2. Coordinate systems and their mutual relations
3. Space, time, spacetime, definitions of deformations (displacement, strains, small and large deformations, Eulerian and Lagrangean approach)
4. Material definition (linear, nonlinear, Hooke's law etc.)
5. Stress and strain definition, principal stress and strains.
6. Theory of small deformations (theory of 1st order, basic tension, compression, bending and torsion loading, truss, straight and curved, beams and frames and straight and curved, beams and frames on elastic foundation)
7. Mathematical theory of elasticity and solutions of 2D a 3D tasks of statics, elasticity, boundary conditions, equilibrium equations
8. Plates, shells, plane and spatial tasks
8. Energetic principles in mechanics
9. Theory of small deformations (theory of 2nd order, basic tension, compression, bending and torsion loading, truss, straight and curved, beams and frames and straight and curved, beams and frames on elastic foundation)
10. Composites
11, Theory of large deformations
12. Elastomers
13. Dynamics tasks
14. Thermal tasks and creep
15. Plasticity, fatigue of materials and fracture mechanics
16. Geomechanics and biomechanics
17. Numerical methods
18. Experimental methods
19. Stochastic mechanics
2. Coordinate systems and their mutual relations
3. Space, time, spacetime, definitions of deformations (displacement, strains, small and large deformations, Eulerian and Lagrangean approach)
4. Material definition (linear, nonlinear, Hooke's law etc.)
5. Stress and strain definition, principal stress and strains.
6. Theory of small deformations (theory of 1st order, basic tension, compression, bending and torsion loading, truss, straight and curved, beams and frames and straight and curved, beams and frames on elastic foundation)
7. Mathematical theory of elasticity and solutions of 2D a 3D tasks of statics, elasticity, boundary conditions, equilibrium equations
8. Plates, shells, plane and spatial tasks
8. Energetic principles in mechanics
9. Theory of small deformations (theory of 2nd order, basic tension, compression, bending and torsion loading, truss, straight and curved, beams and frames and straight and curved, beams and frames on elastic foundation)
10. Composites
11, Theory of large deformations
12. Elastomers
13. Dynamics tasks
14. Thermal tasks and creep
15. Plasticity, fatigue of materials and fracture mechanics
16. Geomechanics and biomechanics
17. Numerical methods
18. Experimental methods
19. Stochastic mechanics