1. Develop and appraise knowledge and understanding of the mathematical principles necessary to underpin their education in their engineering discipline and to enable them to apply mathematical methods, tools and notations proficiently in the analysis and solution of engineering problems.
2. Demonstrate the ability to extract data pertinent to an unfamiliar problem, and apply its solution using computer based engineering tools when appropriate.
3. Appraise and understand the capabilities of computer based models for solving problems in engineering, and assess the limitations of particular cases.
4. Demonstrate engineering workshop and laboratory skills.
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1. Aim and Outcomes
The purpose of this coursework is to give you hands-on experience using professional finite element analysis (FEA) software. For this task you will be given a problem to:
1. Demonstrate the ability to extract data pertinent to an unfamiliar problem, and apply its solution using computer-based engineering tools when appropriate.
2. Appraise and understand the capabilities of computer-based models for solving problems in engineering, and assess the limitations of particular cases.Â
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This project will be formally introduced in lectures where the aims, objectives and assessment brief will be described and discussed. However, we strongly advise that you start the coursework now. It is important for you to attend all lectures and tutorials where you will be able to discuss and review your progress and seek feedback, advice and clarification.
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2. Assessment
For this coursework we would like you to construct a model of a truss frame using a Finite Element Anaylsis (FEA) package, analyse its behaviour and compare your results with theoretical analysis (i.e. hand calculations).
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Truss Frame
Figure 1 shows a truss frame. The frame consists of nine elements. All the elements have the same material properties and these are listed in Table 1.
Table 1: Truss Frame Properties
Youngâs Modulus, |
 = 160 |
Poisson ratio, |
 = 0.3 |
Yield stress, |
 = 250 |
Diameter of circular profile, dCE of bar CE |
 = 14 |
Diameter of circular profile, d of all other bars |
 = 10 |
Length, |
See Figure 1 |
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Figure 1: Truss Frame
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The frame defined by points ABCDEF is supported by one roller and one fixed support and is loaded at point F with a concentrated force of 0.1kN as shown above.
You will need to do the following: