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) 1D and 2D FE theories
b) Differences between Lagrangian and Eulerian specifications of motion
c) Mesh generation and convergence
d) Data Analysis & Post Processing
e) Validation & Verification
Finite element analysis:
a) Formulation of stiffness matrix and system equations for 1D pin-jointed bar element
b) Assembly of global stiffness matrix
c) Formulation of stiffness matrix and system equations for 2D plane stress/strain elements
d) Commercial software (ABAQUS)
Computational Fluid Dynamics:
a) Basic concepts
b) Governing equations of fluid dynamics - Navier-Stokes Equations
c) Compressible and incompressible flows - Applications
d) Turbulence and its modelling
e) Applications of CFD
f) Commercial software
Learning Outcomes
By the end of the module the student should be able to:
Demonstrate knowledge and understanding of scientific principles and methodology necessary to underpin their education in mechanical and related engineering disciplines, to enable appreciation of its scientific and engineering context and to support their understanding of future developments and technologies;
Demonstrate knowledge and understanding of mathematical principles necessary to underpin their education in mechanical and related engineering disciplines and to enable them to apply mathematical methods, tools and notations proficiently in the analysis and solution of engineering problems;
Understand engineering principles and apply them to analyse key engineering processes;
Identify, classify and describe the performance of systems and components through the use of analytical methods and modelling techniques;
Apply quantitative methods and computer software relevant to mechanical and related engineering disciplines, to solve engineering problems;
Understand appropriate codes of practice and industry standards.