Courses list

Wersja polska

Course code: IBS20066o16
Semester: 2016/2017 summer
Name: Theory of elasticity and plasticity
Major: Civil Engineering
Study Type: second cycle
Course type: compulsory
Study Semester: 1
ECTS points: 3
Hours (Lectures / Tutorials / Other): 15 / 15 / 0
Lecturer: prof. dr hab. inż. Paweł Śniady
Language of instruction: Polish / English
The course taught in English if the group has ≥6 students. The course taught in Polish with a possibility of support in English if the group has <6 students.

Learning outcomes: Knowledge He knows the equations of the theory of elasticity, the relationship between displacements, deformations and stresses knows generalized Hooke's law. He knows the theory of thin plates and methods for solving rectangular plates. Understand the foundations of the theory of plasticity. He knows the methods of solving systems of rods in the states borders. Skills He can formulate equations and relationships in the theory of elasticity. It can determine the state of displacement and effort in thin rectangular plates. Rod systems are able to solve the elastic-plastic. It can set the load limit in systems rod.

Competences: Demonstrates understanding of rationality in the design of complex structures using the elastic and plastic reserves.

Prerequisites: Knowledge of the strength of materials and structural analysis.

Course content: Spatial problems of the theory of elasticity, a description of the displacements, strains and stresses. Basic equations of the theory of elasticity. . Plane problems of the theory of elasticity. The Airy stress. Thin plate theory and methods for solving rectangular plates. Fundamentals of the theory of plasticity. Compressive, tensile and flexural strength of plastic rod. United boundary beams and frames

Recommended literature: 1. Y. C. Fung, Podstawy mechaniki ciała stałego, PWN, 1969. 2. W. Nowacki, Teoria sprężystości, PWN, 1970. 3. Z. Kączkowski, Płyty. Obliczenia statyczne, Arkady 2000. 4. 2. Brukarski L., Kwieciński M., Wstęp do teorii sprężystości i plastyczności, Wyd. PW, Warszawa 1976 5. 3. Timoshenko S., Goodier G., Teoria sprężystości, Arkady, Warszawa 1966 6. 1. Paluch M., Podstawy teorii sprężystości i plastyczności z przykładami, Wydawnictwo PK, Kraków 2006

Assessment methods: Completion of two projects, two colloquia, written exam.

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