Programme/Approved Electives for 2022/23
None
Available as a Free Standing Elective
No
Aims
The aims of the module are to introduce students to the mathematical theory of linear elasticity, including the equilibrium equations, geometrical
relations between strain and displacements, together with the stress-strain constitutive relations. The module will demonstrate some of the
applications of this theory and show that there is significant potential for further development.
Intended Learning Outcomes
describe and utilise the concepts of stress and strain tensors in an elastic solid: 1,3
derive the governing equations of linear elasticity
: 2,3
operate with the constitutive laws of linear isotropic elasticity
: 1,3
formulate and solve boundary value problems in simple domains
: 2,3
solve basic problems for elastic waves propagating in linearly isotropic solids
: 3
25 hours lectures.
5 hours practical classes.
120 hours of independent study:
- 80 hours consolidation of the lecture material and working on exercise sheets;
- 10 hours preparation for class tests;
- 30 hours revision for the final examination.
Description of Module Assessment
1: Assignment weighted 15%Coursework
An assignment based on a set of problems to solve, covering the material of the first 5 weeks of teaching.
2: Class Test weighted 15%40-minute Class test
40-minute class test
3: Unseen Exam weighted 70%2-hour unseen examination
A 2-hour unseen exam.
The examination paper will consist of no less than five and no more than eight questions, all of
which are compulsory.