Course overview
The course provides an in-depth treatment for developing mathematical formulations of the underlying fundamental techniques used in finite element method for solving structural engineering problems such as beams, frames, trusses, shear walls, dams, slabs, curved roof shells, axisymmetric bodies and three-dimensional structures. Apart from numerical implementation of these formulations relevant to the individual techniques, the group project intends to integrate all these techniques by developing computer codes to analysed real life complex structures that is beyond the capacity of hand calculations. The group project also provides an opportunity of using a finite element computer software for getting ready for practice.
- Foundations of Finite Element Modelling
- Theory and Formulation for Continuum Elements
- FEM for Complex Problems and Practical Applications
Course learning outcomes
- Apply matrix methods to analyse 2D and 3D trusses and frames using stiffness matrices and load vectors.
- Apply the essential concepts of elasticity in the analysis of continuum structures such as shear walls, dams, and circular foundations.
- Demonstrate the finite element matrix method for analysing plane stress, plane strain, axi-symmetric, and solid bodies, including the derivation of shape functions and numerical integration techniques.
- Apply finite element methods to analyse plates, shells, nonlinear problems, and dynamic problems, including the use of appropriate elements and meshing techniques.
- Collaborate on a group project to analyse complex real-life structures using finite element software, integrating computer codes, and assessing results through analytical or simplified approaches.
Availability
Class details
Adelaide City Campus East
Group 1
Class number 26738
Section PR01
Size 30
Available 18
Class number 26739
Section WS01
Size 30
Available 18
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