Information sheet ECTS Syllabus
Course syllabus I1-ANKO - Structural Analysis (FCE - WS 2019/2020)
|University:||Slovak University of Technology in Bratislava|
|Faculty:||Faculty of Civil Engineering|
|Course unit code:||I1-ANKO|
|Course unit title:||Structural Analysis|
|Mode of delivery, planned learning activities and teaching methods:|
|Recommended semester/trimester:||Structures of Buildings - master (compulsory), 1. semester|
|Level of study:||2.|
|Prerequisites for registration:||none|
|control of the exercise and the current tests|
|Learning outcomes of the course unit:|
|Students gain the basic knowledges of the modeling and solution of the truss, beam, panel and space structures on the base of the finite and infinite element method and finite strip method. They will become familiar with the approximation and meshing process as well the accuracy of the structural analysis. They gain the experience from the modeling and the structural analysis on the computer. They acquire the experiences from the static and dynamic simulations of the structures behavior on the computer using ANSYS software system.|
|- The basic variation principles of the structural analysis. Displacement, force and hybrid model of the finite element. Algorithm development of the structural analysis.
- The solutions of the statically indeterminate plane and space member structures (truss, beam and frame) using the FEM, considering the loading by forces, temperature, inelastic displacements of supports.
- The solution of the panel buildings. The basic equations of the plane stress and strain state. The approximation and meshing of the panel structures. The cartesian and isoparametric elements.
- The Kirchhoff and Reissner-Mindlin theories of the plate bending. The approximation and meshing of the plate structures. The cartesian and isoparametric elements.
- The shell structures. The basic equations, approximation and meshing of the shell structures.
- The soil-structure interaction, the basic equations of the soil models, the finite and infinite elements
- Material nonlinearity, the plastic and failure function, the methods of the solution of the nonlinear problems.
- The solution of the stability of the structures, the basic equations and solution methods.
- The theory of the geometric nonlinearity. The basic principles of the large displacement ant rotations.
- The method of sub-structures and sub-modeling. The optimization of the meshing and the adaptive meshes method.
- The applications of the computational solution to the particular problems of statics and dynamics of building structures using the ANSYS software system.
|Recommended or required reading:|
|Language of instruction:||slovak or english|
|Assessed students in total: 438|
|Name of lecturer(s):||Ing. Lenka Bujdáková Konečná, PhD. (examiner, instructor) - slovak, english |
Ing. Jozef Havran, PhD. (examiner, instructor) - slovak, english
prof. Ing. Norbert Jendželovský, PhD. (examiner, instructor, lecturer) - slovak, english
Ing. Maroš Klabník, PhD. (examiner, instructor) - slovak, english
prof. Ing. Juraj Králik, PhD. (examiner, instructor, lecturer, person responsible for course, tutor) - slovak, english
Ing. Dávid Méri (examiner, instructor) - slovak, english
Ing. Zuzana Mészárosová (examiner, instructor) - slovak, english
Ing. Lýdia Moroczová (examiner, instructor)
doc. Ing. Martin Psotný, PhD. (examiner, instructor) - slovak, english
Ing. Dominika Tomašovičová (examiner, instructor) - slovak, english
|Last modification:||28. 2. 2019|
|Supervisor:||prof. Ing. Juraj Králik, PhD. and programme supervisor|
Last modification made by Ing. Peter Korčák on 02/28/2019.