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Weight: | 40 % |
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CRITERION # | CRITERION | MEASURES INTENDED LEARNING OUTCOME(S) |
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1 | Apply the principles of statics in a structural analysis context (EA: 1.3(a)) | LO1, LO2, LO3 |
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Assessment Task 3: In-laboratory assessment |
Task Description: | Laboratory work will reinforce the key concepts of structural mechanics learnt in the unit.
Subject to numbers and lab availability, the first two labs run approx. weeks 5-7 and illustrate strain distributions in a cross-section due to bending. Lab 3 runs approx. weeks 8-10 and illustrates bending moment distribution in a statically indeterminate beam. The labs will not require a formal report but will be assessed during the lab and/or based on follow-up calculations submitted the next day.
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Task Length: | |
Due Date: | Refer to Assessment Description |
Weight: | 15 % |
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CRITERION # | CRITERION | MEASURES INTENDED LEARNING OUTCOME(S) |
| | | 1 | Perform experiments in structural mechanics and describe the concepts and principles that it demonstrates (EA 1.3(a)) | LO1 | 2 | Process experimental results to obtain key required results (EA 1.3(a)) | LO1 | 3 |
Perform hand calculations to predict key results of the experiment you have completed (EA 2.1(b)(e)) | LO2 |
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Assessment Task 4: Assessed Tutorial Problems |
Task Description: | There will be weekly tutorials focusing on problem solving that reinforce the lecture content
and apply the principles to practical problems similar to those that can be expected in the final exam. One problem from each of the weekly tutorial set needs to be submitted for assessment. These assignments are aimed at preparing students for the final exam. Submissions are due 5 calendar days (3 working days) after each weekly tutorial)
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Task Length: | Each week's problem would be similar in length to a typical exam question |
Due Date: | Refer to Assessment Description |
Weight: | 15 % |
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CRITERION # | CRITERION | MEASURES INTENDED LEARNING OUTCOME(S) |
| | | 1 | Apply the principles of statics in a structural analysis context (EA 1.3(a)) | LO1 | 2 | Select the method of structural analysis for given contexts (EA 2.1(b)) | LO2 | 3 |
Set out structural analysis calculations appropriate to the method of analysis being employed (EA 2.1(e)) | LO2 | 4 | Apply standard methods of analysis of statically indeterminate structures (EA 2.1(b)(e)) | LO2 | 5 | Derive the differential equation and boundary conditions describing member buckling with specific end constraints (EA 2.1(b)) | LO3 | 6 | Determine the buckling load in a specific structural member (EA 2.1(e)) | LO3 |
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