Czech

Not applicable.

Institute of Structural Mechanics (STM)

Student will learn to use theoretical knowledge obtained in previous subjects of static orientation for solution of problems in civil engineering practise. The knowledge about basic principles of mechanics and their application in finite elements method will be improved. After finishing the course he will be able to use computational programs based on finite elements method. Students will be skilled in solution comprehensive projects with their aspects like analysis of a task, study of literature and codes, a specifying of loads, a solution and analysis of results, an assessment and a conclusions.

diagrams of the internal forces on a beam, equilibrium, physical and geometrical equations for a beam, the stresses, the internal forces, the deformations and the displacements for a beam, a plane, a plate and a solid, basic of the finite element method, principle of an assessment of building structures

Not applicable.

Not applicable.

Requirements for successful completion of the subject are specified by guarantor’s regulation updated for every academic year.

1. individual assignment
2. analysis of the task
3. study and literature review, study of standards
4 suggestion of analysis procedure of a partial problem
5. utilization of available software for an analysis of the problem
6. study of manuals of the software programs
7. creation of a computational model
8. parametric study of the partial problem
9. evaluation of the study
10. assessment of results obtained, creation of conclusions

Not applicable.

During this course a student learns to use theoretical knowledge obtained in previous subjects of static orientation for solution of problems in civil engineering practise. The knowledge about basic principles of mechanics and their application in finite elements method will be improved. After finishing the course he will be able to use computational programs based on finite elements method. Students will be skilled in solution comprehensive projects with their aspects like analysis of a task, study of literature and codes, a specifying of loads, a solution and analysis of results, an assessment and a conclusions.

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

Not applicable.

Not applicable.

Bathe, K. J.: Finite Element procedures. Prentice - Hall, 1996. (EN)
Kolář, V. a kol.: FEM - principy a praxe. Computer Press, 1997. (CS)
Teplý, B., Šmiřák, S.: Pružnost a plasticita II. VUT, 2000. (CS)

Not applicable.