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Module Availability |
Autumn |
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Assessment Pattern |
2 hour examination
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80
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Coursework
1. detailed solution to a statically indeterminate no-sway frame problem.
2. plane-stress single-region finite element using a commercial program
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20
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Module Overview |
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Prerequisites/Co-requisites |
Completion of the progress requirements of Level HE2 and modules ENG1008, ENG2014 & ENG2016 |
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Module Aims |
To attain an understanding of the mathematics and terminology used to describe the behaviour of statically indeterminate structures. |
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Learning Outcomes |
By the end of the module, students will have
· an understanding of the use of techniques of analysis
· an ability to apply these techniques to statically indeterminate structural forms
the ability to develop simple structural problems using commercial software which implements the stiffness and finite element methods |
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Module Content |
Portal frames – analysis of single storey sway frames using slope-deflection equations and zero-shear moment distribution for multi-storey frames
Plastic collapse – statical and kinematic approaches to estimation of collapse loads for beams and simple frames
Influence lines – for statically determinate beam problems
Symmetry – use of symmetry in analysis
Generalised stiffness method – application to plane trusses and frames
Finite element method – an introduction
Unsymmetrical bending and shear centre
Stability and dynamics - an overview |
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Methods of Teaching/Learning |
24 hours of lectures, 12 hours of tutorial classes, and 64 hours independent learning.
Total student learning time 100 hours. |
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Selected Texts/Journals |
The module is supported by a comprehensive set of printed notes. Further reading includes:
Ghali A and Neville A, Structural Analysis – a Unified Classical and Matrix Approach,
Taylor
& Francis, 2003. (ISBN 04152 80923)
Dawe DJ, Matrix and Finite Element Displacement Analysis of Structures, Clarendon, 1984. (ISBN 01985 6211X)
Ugural AC and Fenster SK, Advanced Strength and Applied Elasticity,
Arnold
, 1994. (ISBN 01313 7589X)
Hughes TJR, The Finite Element Method,
Dover
, 2000. (ISBN 0486411818) |
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Last Updated |
23 April 2009 |
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