The aim of the module is to introduce the basic theories of finite element analysis and computational fluid dynamics techniques.
SYLLABUS
General theories of FEM:
a) Basic underlying principles and general system mathematical equation
b) Mesh generation and convergence
c) Data Analysis & Post Processing
d) Validation & Verification
Finite element analysis:
a) Formulation of stiffness matrix and system equations for 1D pin-jointed bar element, stepped bar elements and thermal elements representing heat conduction
b) Assembly of global stiffness matrix
c) Model simplification and approximation
d) Basic element selection and characteristics
e) Commercial software (ABAQUS)
f) Formulation of stiffness matrix and system equations with 2D plane stress and plane strain elements for stress analysis
Computational Fluid Dynamics:
a) Basic concepts
b) Governing equations of fluid dynamics - Navier-Stokes Equations
c) Basic outline of compressible and incompressible flow - Applications
d) Outline of turbulence and its modelling
e) Applications of CFD
f) Commercial CFD software
Learning Outcomes
By the end of the module students should be able to:
ꮧDemonstrate knowledge and understanding of the basic principles and methodology in finite element analysis (FEA) and computational fluid dynamics (CFD) techniques.
Demonstrate knowledge and understanding of the underlying mathematical theory and concepts in FEA and CFD necessary for the appropriate application of the methods to develop engineering solutions.
Understand and apply appropriate modelling practice and strategies based on engineering problem.
Assess the condition and performance of static and dynamic systems using computational modelling techniques.
Formulate predictive computational models using FEA or CFD methodologies to analyse and solve engineering problems.
Demonstrate knowledge and use of commercial FEA and CFD software.