Winter Semester 2010/11
Winter Semester 2011/12
Winter Semester 2012/13
Strength of Materials II MBMN03018A
Course content:
Generalized theorems for elastic systems. Total elastic strain energy. Generalized forces and displacements. Betti’s reciprocity of works principle. Castigliano theorem and Maxwell-Mohr method. Statically indetermined structures - Menabre’a theorem, Maxwell-Mohr method (method of forces), compatibility of displacements method. Curved bars. Some engineering problems of elasticity theory: thin-walled axi-symmetrical vessels subjected to internal pressure, bending of rectangular plates to a cylindrical surface, symmetrical bending of a circular plates, thick-walled tubes subjected to internal pressure, rotating disks. Some dynamics problems of elastic systems. Entirely elastic impact – dynamic problems. Elasto-plactic systems.
Learning outcomes:
skill of making diagrams of internal forces, calculating stresses and strains in complex loading states, formulating of strength and rigidity conditions, obtaining critical loading and designing of typical elements.
(in Polish) Rodzaj przedmiotu
Course coordinators
Bibliography
a) basic references:
1. Timoshenko S. Strength of Materials, part I, part II, third edition, D. Van Nostrand Company, Inc. 1956.
2. Timoshenko S., Young D.H., Theory of Structures, first edition, McGrow-Hill Book Company, Inc., 1945.
3. Ross Carl T.F., Case J., Chilver A., Strength of materials and Structures, Elsevier, 1999.
4. Patnaik S., Hopkins D., Strength of Materials, A New Unified Theory for the 21 Century, Elsevier, 2004.
b) supplementary references: