From the “Kinematics of a deformable medium” by Sedov

  1. Lagrange’s point of view on the study of the motion of a continuous medium
  2. Euler’s point of view on the study of the motion of a continuous medium
  3. Scalar and vector fields and their characteristics
  4. Elements of tensor calculus
  5. Theory of deformations
  6. The strain rate tensor
  7. Speed ​​distribution in an infinitesimal particle of a continuous medium
  8. Stokes and Gauss-Ostrogradsky theorems and some related properties of vector fields

Fluid and solid mechanics

Mechanics of continuum from the book by Sedov

  1. From the “Introduction” by Sedov
  2. From the “Kinematics of a deformable medium” by Sedov
  3. From the “Dynamic concepts and dynamic equations of continuum mechanics” by Sedov
  4. From the “Closed systems of mechanical equations for the simplest models of continuous media, and some information from tensor analysis” by Sedov
  5. From the “Basic concepts and equations of thermodynamics” by Sedov
  6. From the “Basic concepts and equations of electrodynamics” by Sedov
  7. From the “Formulation of problems in continuum mechanics” by Sedov
  8. From the “Hydromechanics” by Sedov
  9. From the “Theory of Elasticity” by Sedov
  10. From the “Theory of Plasticity” by Sedov
  11. From the “Introduction to the theory of plane problems of the theory of elasticity and theory of cracks” by Sedov

Additions:

  1. From the “Nonlinear tensor functions of several tensor arguments” by Sedov
  2. From the “Continuous media models with internal degrees of freedom” by Sedov