### From the “Introduction to the theory of plane problems of the theory of elasticity and theory of cracks” by Sedov

1. Flat problems of the theory of elasticity
2. Stress concentration
3. The theory of cracks

### From the “Theory of Plasticity” by Sedov

1. Some effects arising from the deformation of solids and not described in the framework of the model of an elastic body
3. The main defining relations in the theory of plastic bodies
4. Examples of models of plastic bodies
5. The problem of torsion of a cylindrical rod of elastic plastic material without hardening

### From the “Theory of Elasticity” by Sedov

1. Introductory remarks
2. The model of the elastic body
3. Problems of uniaxial tension of an elastic beam
4. Deformations and stresses arising in a round pipe made of elastic material under the action of internal and external pressures (Lame problem)
5. Statement of problems of the theory of elasticity. Clapeyron equation. The uniqueness theorem for solving problems in the theory of elasticity. The principle of Saint-Venant
6. The problem of beam bending
7. Torsion of cylindrical rods
8. Methods of resistance of materials in problems of beam bending
9. Variational methods in the theory of elasticity
10. Elastic waves in an isotropic medium

### From the “Hydromechanics” by Sedov

1. Hydrostatics
2. The general theory of steady motions of ideal liquids and gases. Bernoulli Integral
3. Bernoulli integral for an incompressible heavy fluid
4. The phenomenon of cavitation
5. Bernoulli integral for adiabatic flows of a perfect gas
6. The effect of compressibility on the shape of current tubes. Elementary Laval nozzle theory
7. The application of integral relations to the finite volumes of the material medium with steady motion
8. Interaction of liquids and gases with streamlined bodies during steady motion
9. The main units of hydrodynamic and gas machines
10. The main elements of the theory of jet thrust
11. Potential flows of an ideal fluid. Cauchy-Lagrange integral
12. Potential motions of incompressible fluid. Properties of harmonic functions
13. The problem of the motion of a sphere in an unlimited volume of an ideal incompressible fluid
14. The kinematic problem of the motion of a rigid body in an unlimited volume of an ideal incompressible fluid
15. Energy, momentum, angular momentum of a liquid when a solid is moving in it and the basis of the theory of attached masses
16. Forces of action of an ideal fluid on a body moving in an unlimited mass of fluid
17. Gas movements with small perturbations
18. Propagation of plane waves of finite amplitude (Riemann waves)
19. The movement of the ball inside a viscous incompressible fluid
20. The movement of an incompressible viscous fluid in cylindrical pipes
21. Turbulent fluid motion
22. The equations of the laminar boundary layer
23. The boundary layer when flowing around an incompressible fluid flat plate. Blazius problem
24. Some important effects of the motion of a viscous fluid in a boundary layer
25. Determination of the velocity field from given vortices and sources
26. Important examples of vortex fields
27. The dynamic theory of cylindrical vortices
28. The motion of a system of continuously distributed vortices in an ideal fluid
29. Diffusion of vortices in a viscous incompressible fluid

### From the “Formulation of problems in continuum mechanics” by Sedov

1. General framework for the formulation of specific tasks
2. Typical simplifications in the formulation of some problems associated with a decrease in the number of independent variables
3. Linearization of equations and problems of continuum mechanics
4. Conditions on surfaces of strong discontinuities
5. Strong discontinuities in the electromagnetic field
6. Tear surfaces inside ideal compressible media
7. Dimensions of physical quantities and $\Pi$-theorem
8. Parameters defining the class of phenomena and typical examples of application of the methods of dimensional theory
9. Similarity and modeling of phenomena

### From the “Basic concepts and equations of electrodynamics” by Sedov

1. The basic concepts of electrodynamics. Electromagnetic field. Maxwell’s equations in void
2. Maxwell’s equations in Minkowski space
3. Lorentz transformations and inertial reference systems
4. The interaction of the electromagnetic field with conductors
5. Interaction of an electromagnetic field with bodies taking into account polarization and magnetization
6. Magnetic hydrodynamics
7. The laws of freezing magnetic and vortex lines

### From the “Closed systems of mechanical equations for the simplest models of continuous media, and some information from tensor analysis” by Sedov

1. Ideal liquid and gas
2. Linear elastic body and linear viscous fluid
3. Examples of equations in curvilinear coordinate systems and additional information from tensor analysis

### From the “Dynamic concepts and dynamic equations of continuum mechanics” by Sedov

1. The continuity equation
2. The equations of motion of a continuous medium
3. Equations of angular momentum
4. The main axes and the main components of the symmetric stress tensor