Available in 2012
|Callaghan Campus||Semester 2|
|UoN Singapore||Trimester 2|
Previously offered in 2013, 2011, 2010, 2009, 2008, 2007, 2006
This course introduces students to the finite element method and its implementation for linear static, dynamic and steady state heat analyses. Fundamental aspects of finite element theory are introduced including the derivation and interpretation of stiffness matrices and shape functions. The course will also involve the use of a commercially available finite element software package to give students some “practical” experience.
On successfully completion of this course students should:
1. Have a sound understanding of the finite element method its strengths and weaknesses;
2. Be able to undertake a finite element analysis on a simple structure using analytical techniques;
3. Understand and be able to use shape functions;
4. Be able to determine analytically the natural frequency and mode shape for reduced degree of
5. Be able to successfully build and solve finite elements model using a commercially available package
for linear static, steady state thermal and dynamic and vibration analyses.
6. Experimentally determine natural frequencies of vibration.
1.Introduction to the finite element method including solving linear static problems with spring and bar-element systems;
2.Implementation of shape functions in the finite element method;
3.Dynamic analysis using the finite element method;
4.Thermal analysis using the finite element method;
5.Use of a range of elements in a commercially available finite element software package to predict deflections, level of stress and temperature, natural frequencies of vibration and vibration modes in structures.
Mech3200 - Introduction to Finite Element Analysis (10 units)
Mech3500 - Vibrations, Acoustics & Condition Monitoring (10 units)
Mech2110 Engineering Design 1
Mech2420 Engineering Mechanics
Mech2350 Engineering Dynamics 2
Modes of Delivery
Flexible Delivery / Student Centred Learning
Laboratory: for 2 hour(s) per Week for Full Term
Tutorial: for 1 hour(s) per Week for Full Term
Lecture: for 2 hour(s) per Week for Full Term