Mechanics and strength of materials 1300-OMW2LCW

Lectures incude:
1. Introduction to mechanics: technical mechanics, general mechanics, kinematics, dynamics, statics, kinetics and strength of materials (definitions and dependencies).
2. Classifications of loads, vector notation, the conditions of static equilibrium and conditions of statically determinate, convergent and arbitrary system of forces.
3. Determination of load at a point and internal forces in beams.
4. Determination of shear forces and bending moments.
5. Fundamentals of kinematics and dynamics.
6. Statical moment and moment of inertia, principal axes of inertia,
Steiner theorem.
7. Two-dimensional state of stress, Hooke's law, Mohr's circle.
8. A simple tensile and compression, stress and deformations, Saint-Venant's principle.
9. The eccentric load.
10. Simple bending, Bernoullie’s hypothesis, bending equation.
11. A complex state of stress.

Exercises include:
1. Selected problems of statics, equilibrium conditions: two-dimensional convergent system of forces and arbitrary system of forces (graphical method and accounting) - 8 hours.
2. The balance of structure components - statically determinate systems - 4 hours.
3. Geometry of fields: determination of static torque, center of gravity, moment of inertia, Steiner's theorem, moment of deviation, the main axis of inertia and flexural strength for rectangular section - 2 hours.
4. The maximum compressive forces and bending moments in structures
beam - 4 hours.
5. Statically indeterminate systems - 2 hours.
6. The eccentric compressive: stress value at any point of the bar, determining the neutral axis and the core cross-section - 4 hours.
7. Basic knowledge of strength of materials in the process of: compression, tension, torsion, buckling and bending - 6 hours.