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Lecturer(s)
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Řoutil Ladislav, doc. Ing. Ph.D.
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Course content
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- introduction to the structural mechanics - tasks of structural mechanics - basic principles and axioms - definition of force, equilibrium, equivalency - moment to the point - general system of forces - calculation model - support reactions - application of equilibrium conditions. - internal forces diagrams (normal and shear forces, bending - moments) of the plane beam. - differential equilibrium conditions - simply supported beams and cantilevers, straight beams with - overhangs - beams with broken and curved axis - beam with hinges - Gerber's girder - three-hinged broken beam (with and without a tie) and arches - planar trusses (hinged bar systems) - method of joints and method of sections, static and kinematical definiteness
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Learning activities and teaching methods
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unspecified
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Learning outcomes
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Basic ideas; principles and axioms of structural mechanics; static of the plane forces; equilibrium and equivalency conditions; condition of the static and kinematic definiteness; analysis of the plane static determinate structures - reactions and internal forces.
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Prerequisites
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The basic secondary school knowledge from mathematics and physics.
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Assessment methods and criteria
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Written examination
Written exam.
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Recommended literature
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Beer F. P., Johnston E. R. Mechanics for Engineers, McGraw-Hill Book Company. 1957..
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Brohn, D. Understanding Structural Analysis. New Paradigm Solution, Kingsbridge, United Kingdom. 1984, 1990, 2005..
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Gordon, J. E. Structures or Why Things Don?t Fall Down, Penguin Books. 1991..
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Hanaor, A. Principles of Structures. Blackwell Publishing. 1998..
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