Structural Behaviour - 2020 entry
| MODULE TITLE | Structural Behaviour | CREDIT VALUE | 15 |
|---|---|---|---|
| MODULE CODE | ENG2012 | MODULE CONVENER | Unknown |
| DURATION: TERM | 1 | 2 | 3 |
|---|---|---|---|
| DURATION: WEEKS |
| Number of Students Taking Module (anticipated) |
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This module builds on the mechanics component of Fundamentals of Mechanics, Materials and Electronics in first year and Solid Mechanics in second year. You will further your understanding of structural analysis and its importance to engineering design. You will develop cornerstone skills, essential for civil, structural and mechanical engineers. You will enhance your mathematical analysis skills and develop ability to perform linear elastic analysis of beams and 2D frame structures both quantitatively and qualitatively. You will explore techniques underpinning structural analysis including strain energy, virtual work, and flexibility methods. You will also investigate instability and plastic collapse mechanisms of simple structures. You will further develop your experimental skills and awareness of health and safety practice within engineering.
This module addresses topics that are essential to the design and understanding of the behaviour of engineering structures under static loading. The module will provide a mathematical basis for quantitative analysis (including calculating internal forces, reactions, deflections, rotations, buckling capacity and plastic collapse) as well as qualitative analysis of beams and frames. It will lay the foundations for more advanced structure design modules.
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ILO # |
Intended Learning Outcome |
AHEP* ILO - MEng |
AHEP ILO - BEng |
|
ILO #1 |
Explain and utilise strain energy methods | SM1m, Sm5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
|
ILO #2 |
Calculate the critical buckling load for struts under compression |
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
|
ILO #3 |
Evaluate the maximum plastic moment of beams with simple cross sections (rectangular or I-beams) |
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
|
ILO #4 |
Estimate the plastic collapse load of simple 2D structures |
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, Ea3p |
|
ILO #5 |
Perform qualitative structural analysis of beams and 2D frame structures |
EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
|
ILO #6 |
Calculate the deflection in statically determinate and indeterminate prismatic and non-prismatic beams
|
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
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ILO #7 |
Use virtual work to find unknown reactions, bending moments, deflections and rotations in statically determinate 2D structures
|
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
|
ILO #8 |
Employ the flexibility method to find bending moments in statically indeterminate 2D structures |
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | SM1p, EA1p, EA2p, EA3p |
|
ILO #9 |
Demonstrate an ability to make appropriate assumptions to model real-life engineering problems |
SM1m, SM5m, EA1m, EA2m, EA3m, EA6m | EA1p, EA2p, EA3p |
|
ILO #10 |
Demonstrate improved experimental skills and awareness of health and safety practice in laboratory classes |
ET6m | ET6p, EP3p |
|
ILO #11 |
Show increased ability with mathematical analysis and in particular its application to solving problems | D3m | D3p |
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ILO #12 |
Illustrate developed problem solving and presentation skills |
G1m, G4m |
G1p, G4p |
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*Engineering Council Accreditation of Higher Education Programmes (AHEP) ILOs for MEng and BEng Degrees |
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1: Static (in)determinacy:
Linear elastic analysis of statically (in)determinate beams and 2D frames
2: Qualitative structural analysis of beams and 2D frames:
Linear elastic analysis of statically (in)determinate beams and 2D frames
3: The flexibility method for solving bending moment diagrams:
Linear elastic analysis of statically (in)determinate beams and 2D frames
4: Calculating deflections of prismatic and non-prismatic beams: use of direct integration method (including Macaulay’s notation) and moment-area method:
Linear elastic analysis of statically (in)determinate beams and 2D frames
5: Strain energy methods and Castigliano’s theorem:
Linear elastic analysis of statically (in)determinate beams and 2D frames
6: Virtual work:
Linear elastic analysis of statically (in)determinate beams and 2D frames
7: Yielding:
Plasticity analysis
8: Elasto-plastic analysis (yield moment, plastic moment, plastic modulus):
Plasticity analysis
9: Plastic hinges and plastic collapse of beams:
Plasticity analysis
10: The uniqueness, the lower bound and the upper bund theorems:
Plasticity analysis
11: Plastic collapse of 2D frame structures:
Plasticity analysis
12: Stable and unstable equilibria:
Instability and buckling analysis
13: Euler’s buckling of a pin-ended strut:
Instability and buckling analysis
14: Buckling of struts with other end conditions:
Instability and buckling analysis
15: Effective length concept:
Instability and buckling analysis
16: Effect of initial imperfections:
Instability and buckling analysis
17: Introduction to other forms of buckling such as lateral-torsional buckling of beams:
Instability and buckling analysis
| Scheduled Learning & Teaching Activities | 42 | Guided Independent Study | 108 | Placement / Study Abroad |
|---|
| Category | Hours of study time | Description |
| Scheduled Learning and Teaching Activities | 27 | Lectures |
| Scheduled Learning and Teaching Activities | 11 | Tutorials |
| Scheduled Learning and Teaching Activities | 4 | Laboratory |
| Guided Independent Study | 108 | Reading lecture notes; working exercises |
| Coursework | 15 | Written Exams | 85 | Practical Exams |
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| Form of Assessment | % of Credit | Size of Assessment (e.g. duration/length) | ILOs Assessed | Feedback Method |
|---|---|---|---|---|
| Exam | 85 | 2 hours | 1-8 | |
| Coursework - laboratory report | 15 | 6 hours | 9-12 |
| Original Form of Assessment | Form of Re-assessment | ILOs Re-assessed | Time Scale for Re-reassessment |
|---|---|---|---|
| Exam | Exam | 1-8 | August Ref/Def Period |
As the module is assessed by the examination and coursework, the ref/def assessment will be by examination. The candidates will be awarded the ref/def examination mark combined with the original coursework mark.
information that you are expected to consult. Further guidance will be provided by the Module Convener
Reading list for this module:
| CREDIT VALUE | 15 | ECTS VALUE | |
|---|---|---|---|
| PRE-REQUISITE MODULES | None |
|---|---|
| CO-REQUISITE MODULES | None |
| NQF LEVEL (FHEQ) | 5 | AVAILABLE AS DISTANCE LEARNING | No |
|---|---|---|---|
| ORIGIN DATE | Friday 8th January 2021 | LAST REVISION DATE | Friday 8th January 2021 |
| KEY WORDS SEARCH | None Defined |
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Please note that all modules are subject to change, please get in touch if you have any questions about this module.


