Computer Modelling in Engineering (MRes)

Swansea University

For more information about Computer Modelling in Engineering at Swansea University, please visit the webpage using the button above.

The award
MRes

How long you will study
1 year

Domestic course fees
find out

How you will study
full-time

Course starts
find out

International course fees
find out

All study options

About Computer Modelling in Engineering at Swansea University

Course Overview

This MRes programme consists of two streams: students may choose to specialise in either structures or fluids. The taught modules provide a good grounding in computer modelling and in the finite element method, in particular.

Modules on the course can vary each year but you could expect to study:

Finite Element and Computational Analysis
Numerical Methods for Partial Differential Equations
Solid Mechanics
Advanced Fluid Mechanics
Dynamics and Transient Analysis
Communication Skills for Research Engineers
MRes Research Project                   

View the full module listing by downloading the handbook for theMRes Computer Modelling in Engineering

 

Other Courses You May Be Interested In

Below are some suggested courses at other providers that you may also be interested in:

Study options for this course

Notes about fees for this course

Annual tuition fees for entry in the academic year 2018/19 are as follows:

UK/EU International MRes Full-time £4,280 £19,000

Tuition fees for years of study after your first year are subject to an increase of 3%.

You can find further information on fees and how to pay on our tuition fees page.

Note: The UK/EU fee is indicative pending confirmation from RCUK

If your course starts in January, April or July 2018 please refer to the 2017/18 fee costs on our tuition fees page.

You may be eligible for funding to help support your study. To find out about scholarships, bursaries and other funding opportunities that are available please visit the University's scholarships and bursaries page.

Current students: You can find further information of your fee costs on our tuition fees page.

Entry requirements

First or upper second class honours degree in Engineering, Mathematics or a similar relevant science discipline.

We welcome applications by prospective students from around the world and look for evidence of previous study that is equivalent to the entry requirements stated above. The Postgraduate Admissions Office are happy to advise you on whether your qualifications are suitable for entry to the course you would like to study. Please email admissions@swansea.ac.uk for further information.

If English is not your first language you will need an acceptable pass in an approved English Language qualification to make sure you get the full benefit from studying at Swansea. We consider a wide range of qualifications, including the Swansea University English Test, the British Council IELTS test (with a score of at least 6.5 and 5.5 in each component). A full list of acceptable English Language tests can be found at:
www.swansea.ac.uk/international/students/requirements/english-requirements

 

Applicants to this programme would normally be expected to meet the minimum entry requirements indicated above. The College/School reserves the right to ask for higher academic grades and qualifications. Admissions decisions take into account not only prior academic qualifications, but also factors including the standard of the research synopsis/proposal submitted by the applicant, their performance at interview (if required), intensity of competition for limited places and relevant professional experience (where appropriate).

Postgraduate pathways and pre-masters at other institutions

If you do not meet the entry requirements for this course then consider one of these postgraduate preparation courses from another institution:

Other courses at Swansea University

There are 591 other courses listed from Swansea University. A selection of these are displayed below:

Location of Swansea University

Swansea University main campus is shown on the map below: