Finite Element Analysis
| Code | School | Level | Credits | Semesters |
| MMME4109 | Mechanical, Materials & Manufacturing Engineering | 4 | 20 | Spring Malaysia |
- Code
- MMME4109
- School
- Mechanical, Materials & Manufacturing Engineering
- Level
- 4
- Credits
- 20
- Semesters
- Spring Malaysia
Summary
An introductory module on finite element analysis, covering:
- Structural analysis
- Derivation of finite element equations using energy considerations
- Linear and quadratic elements
- Beam, plate and shell elements
- Practical applications of finite elements in stress analysis problems
- Examples of finite element applications
- Introduction to thermal problems
- Introduction to non-linear problems
Target Students
Primarily for 4th/3rd year students in the Department of Mechanical, Materials and Manufacturing Engineering. MSc postgraduate students.Passing Mark/Grade: 40% for UG BEng; 50% for UG MEng ; 50% for PG MSc
Classes
- One 3-hour lecture each week for 12 weeks
Assessment
- 30% Coursework 1: Assignment 1
- 30% Coursework 2: Assignment 2
- 40% Exam 1 (2-hour): 2 hour exam
Educational Aims
To provide students with the theoretical background needed to understand linear FE analysis. To present a number of examples to illustrate how practical problems can be analysed using FE software.Learning Outcomes
On successful completion of this module students will be able to:
LO1 : Comprehend the underlying FE mathematical theory required to gain an insight into how FE technology works. – AHEP4: M1; EAC: PO1
LO2 : Understand and appreciate the principles of applying FE technology to practical engineering problems. – AHEP4: M2; EAC: PO2
LO3 : Evaluate the accuracy of FE solutions, the sources of potential error and the limitations of the FE technique application. – AHEP4: M2; EAC: PO2
LO4 : Select and evaluate an appropriate FE approach for modelling a given engineering problem. – AHEP4: M3; EAC: PO5
LO5 : Gain hands-on experience of running linear and non-linear state of the art FEA software code widely used in industry. – AHEP4: M3; EAC: PO5
Conveners
- Dr Bee Ting Chan