Finite Element Analysis
| Code | School | Level | Credits | Semesters |
| MMME4097 | Mechanical, Materials & Manufacturing Engineering | 4 | 20 | Spring UK |
- Code
- MMME4097
- School
- Mechanical, Materials & Manufacturing Engineering
- Level
- 4
- Credits
- 20
- Semesters
- Spring UK
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
Please note that this module does not teach computer programming techniques. A basic understanding of languages like MATLAB is highly beneficial but not compulsory (only an understanding of basic matrix operations is required). Some guidance on the use of commercial FEA solvers (Abaqus) is given during seminars and the coursework will require students to run simulations using the software.
Re-assessment
Students who fail this module overall and are required to complete a re-assessment will be re-assessed by exam. The re-assessment exam mark alone will be used to determine whether students satisfy progression requirements.
Assessment
- 30% Coursework 1
- 30% Coursework 2
- 40% Exam 1 (2-hour): 2Hr
Assessed by end of spring semester
Educational Aims
To provide students with the theoretical background needed to understand FE analysis in an engineering context. To present a number of examples to illustrate how practical problems can be analysed using FE methods and software.Learning Outcomes
LO1 Comprehend the underlying FE mathematical theory required to gain an insight into how FE technology works
LO2 Understand and appreciate the principles of applying FE technology to practical engineering problems
LO3 Evaluate the accuracy of FE solutions, the sources of potential error and the limitations of the FE technique applications
LO4 Select and evaluate an appropriate FE approach for modelling a given engineering problem
LO5 Gain hands-on experience of running linear and non-linear state of the art FEA software code widely used in industry