Semester 2, 2023 Online | |
Units : | 1 |
School or Department : | School of Engineering |
Grading basis : | Graded |
Course fee schedule : | /current-students/administration/fees/fee-schedules |
Staffing
Course Coordinator:
Overview
Frame analysis packages such as Space Gass and Microstan have been developed by and for structural designers to assist with code-based design of conventional structures. They generate analysis output that is directly applicable to code based design. Finite element analysis packages such as Strand7 have been developed as general-purpose analysis tools. Structural designers are making increasing use of finite element analysis as a design tool particularly for non-standard structures. FEA can provide results that allow design of non-standard structures where code methods are not directly applicable. This course is concerned with developing an understanding of FEA and equally importantly, with reaching responsible and informed design decisions based on FEA results. The course is intended to be broadly applicable to designers of building, civil and industrial structures.
This course is concerned with the mechanics of "driving" an FEA package, using FEA output to develop a more sophisticated qualitative understanding of structural phenomena, and using quantitative FEA results as the basis for design decisions particularly where code methods are not directly applicable. A considerable emphasis is placed on using FEA to consolidate and extend the understanding of several phenomena likely to have been introduced in an undergraduate course. The course includes a substantial amount of design relevant theory required to understand the analysis of plate element models.
Course learning outcomes
The course objectives define the student learning outcomes for a course. On completion of the course, students should be able to:
- display proficiency in the mechanics of using FEA software;
- demonstrate a disciplined approach to the documentation and self-checking of computer models and results;
- use FEA software for frame analysis and demonstrate an understanding of the difference between an FEA beam element and the beam element normally used in frame analysis packages;
- display an in-depth understanding of the full range of buckling phenomena and an ability to model these phenomena;
- use explicit modelling of imperfections to undertake design by advanced analysis of assemblies;
- display an understanding of the importance of mesh subdivision and of the relative accuracy of different plate element types;
- interpret results of plate element analysis and make use of such results for both steel and reinforced concrete structures;
- develop models for dynamic analysis and use natural frequency, transient dynamic and harmonic analysis.
Topics
Description | Weighting(%) | |
---|---|---|
1. | Apply the mechanics of modelling using a typical FEA package | 10.00 |
2. | Undertake and interpret non-linear and buckling analysis using beam elements | 10.00 |
3. | Undertake and interpret non-linear and buckling analysis using plate elements | 10.00 |
4. | Undertake design by advanced analysis using explicit imperfection modelling | 10.00 |
5. | Undertake design using plate element models of steel assemblies | 10.00 |
6. | Plate element theory - including Von Mises stress and Wood Armer equations | 20.00 |
7. | Design using plate element models of reinforced concrete assemblies | 20.00 |
8. | Undertake and interpret different forms of dynamic analysis | 10.00 |
Text and materials required to be purchased or accessed
Student workload expectations
To do well in this subject, students are expected to commit approximately 10 hours per week including class contact hours, independent study, and all assessment tasks. If you are undertaking additional activities, which may include placements and residential schools, the weekly workload hours may vary.
Assessment details
Description | Group Assessment |
Weighting (%) | Course learning outcomes |
---|---|---|---|
Problem Solving 1 | No | 20 | 1,2,3 |
Problem Solving 2 | No | 40 | 1,2,4,5,6 |
Problem Solving 3 | No | 40 | 1,2,6,7,8 |