Mechanics of Materials

stress tensor and deformation tensor components transform , the main component tensor ,
determine the principal planes , invariants of the stress tensor and deformation. Mohr
circle for stress and strain . Physical elastomechaniky linear equations ,
orthotropic material , isotropic material , plane strain condition , the planar state
stress , energy principles , work and potential energy , complementary
energy , principle of virtual work , boundary conditions . Equilibrium equations,
compatibility conditions , equilibrium equations in the components of displacements, the solution
through folders of feeds . Some problems of planar and spatial
elastomechaniky . Torsion bars having a constant circular cross-section , bend
prismatic bars , center of shear , bending stress plates, twisting
prismatic rods of non-circular cross-section , membrane analogy , voltage,
stress distribution in the rotationally symmetrical bodies , the circular cylinder, rotating
ring strain of rotationally symmetric plates , thermal stresses. basics
komozitních mechanics of materials. Types of material, homogeneous, heterogeneous ,
inhomogeneous isotropic , anisotropic , orthotropic material , material response .