Czech

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Institute of Structural Mechanics (STM)

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Basic knowledge of structure mechanics, matrix and vector algebra, infinitesimal calculus, fundamentals of numerical mathematics.

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1. Interesting problems in structural mechanics; equalizing of bending moments between supports and on the support; optimal and variable beam section; design of the beam shape dependent on load
2. Assumptions of linear mechanics; plane section remain plane and undeformed (plasticity, wall, torsion, shear lag), small deformations (loading by bending moment and by force), linear material
3. Exception cases; mechanism; follower load
4. Measurement of loading diagrams of nonlinear materials
5. Measurement of deflection of cantilever beam, von Mises truss, catastrophic machines
6. Energetical principles in statics, static stability
7. Design of static nonlinear models and its solution
8. Nonlinear symptoms in structural statics - collapse, loss of stability (beam buckling, bending of cantilever beam, frame, von Mises truss), bifurcations and catastrophes (beam buckling), loss of symmetry (beam buckling, torsion)
9. Energetical principles in dynamics (Lagrange and Hamilton function)
10. Design of dynamic nonlinear models, dynamical systems (definition, conservative/dissipative system)
11. Solution and monitoring of dynamical systems, numerical methods
12. Phase space and trajectory of dynamical system
13. Nonlinear symptoms in dynamics

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Lectures are oriented to post gradual students with aim to make their knowledge in structure mechanics deeper. The topics are selected from the point of view of their application in advance structure analysis.

Extent and forms are specified by guarantor’s regulation updated for every academic year.

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