T884 - An Introduction to Finite Element Analysis

A 30-point postgraduate course

What is T884 about?

Engineering is at the heart of modern life and Engineers now use computers and software in the design and manufacture of most of the products, processes and systems that make up our lifestyles. T884 introduces a computational modelling and analysis technique known as Finite Element Analysis (FEA). Covered will be basic theory, modelling, meshing, and analysing component models for stresses, deflections, temperatures and vibrations under operating conditions and loads. There will be many examples of good practice for safe and effective application of the method.

If you are considering this course please see the Software / Hardware specifications you will be required to meet and take the self-test on relevant basic materials which may help identify potential areas for revision

Case study and interactive components from
Red Bull Racing
Formula 1 team

What is in the course?

BLOCK 1:

FEA Theory, Procedures and Safe Practice: gives the basic theory of finite element analysis and introduces the general procedures to carry out a safe, correct and accurate analysis. The block also covers the introduction and use of ANSYS/ED®* and the need for comprehensive evaluation and checking when interpreting and reporting results. Detailed FEA exercises are provided.

* Subject to ANSYS® and US Government distribution restrictions

BLOCK 2:

Linear structural: introduces two-dimensional solid mechanics problems and the formulation of element types, modelling procedures and results processing. Many FEA exercises are provided including how to conduct a linear stress analysis of a loaded component.

Heat transfer: introduces the basics of one and two-dimensional heat transfer including conduction and convection of heat in plates and pipes. A number of FEA exercises are provided including how to conduct a linear thermal stress analysis of a loaded component.

BLOCK 3:

Dynamics: introduces vibration modal analysis, transient and harmonic response simulation and the main project study. Many FEA exercises are provided including how to conduct a normal mode dynamics analysis of a free component.

Non-linear Analysis: introduces material, boundary and geometric non-linear issues. Three detailed FEA exercises are provided to illustrate the three types of non-linearity.

Images supplied by ANSYS Inc & IDAC Ltd