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Mathematical Methods, Models and Modelling The Open University UK

Highlights
Tuition fee
3168 GBP / full
3168 GBP / full
Unknown
Tuition fee
3168 GBP / full
3168 GBP / full
Unknown
Duration
Unknown
Duration
Unknown
Apply date
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Apply date
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Start date
Unknown
Start date
Unknown
Taught in
English
Taught in
English

About

This Mathematical Methods, Models and Modelling module at The Open University UK covers classical mechanical models as well as some non-mechanical models such as population dynamics; and methods including vector algebra, differential equations, calculus (including several variables and vector calculus), matrices, methods for three-dimensional problems, and numerical methods.

Overview

Teaching is supported and enhanced by use of a computer algebra package. This module is essential for higher level study of applied mathematics. To study this module you’ll need a sound knowledge of mathematics as developed in Essential mathematics 1 (MST124) and Essential mathematics 2 (MST125) or equivalent.

What you will study

This Mathematical Methods, Models and Modelling module at The Open University UK will be of particular interest to you if you use mathematics or mathematical reasoning in your work and feel that you need a firmer grounding in it, or if you think you might find it useful to extend your application of mathematics to a wider range of problems. The module is also very suitable for those planning to teach applied mathematics.

Around half of this module is about using mathematical models to represent suitable aspects of the real world; the other half is about mathematical methods that are useful in working with such models. The work on models is devoted mainly to the study of classical mechanics, although non-mechanical models – such as those used in population dynamics – are also studied. 

The process of mathematical modelling, based on simplifying assumptions about the real world, is outlined. You will work in groups to create a mathematical model and to produce a mini-report. The work on methods comprises topics chosen for their usefulness in dealing with the models; the main emphasis is on solving the problems arising in the real world, rather than on axiom systems or rigorous proofs. These methods include differential equations, linear algebra, advanced calculus and numerical methods. 

Programme Structure

You’ll begin the mechanics part of the module with statics, where there are forces but no motion, and then you’ll be introduced to the fundamental laws governing the motions of bodies acted on by forces – Newton's laws of motion. These are applied to model:

  • the motion of a particle moving in a straight line under the influence of known forces
  • undamped oscillations
  • the motion of a particle in space
  • the motions of systems of particles
  • the damped and forced vibrations of a single particle
  • the motion (and vibrations) of several particles.

Key information

Start dates & application deadlines

Language

English
IELTS
5.5

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Credits

60 alternative credits

Delivered

Online

Campus Location

  • Milton Keynes, United Kingdom

What students do after studying

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Academic requirements

We are not aware of any specific GRE, GMAT or GPA grading score requirements for this programme.

English requirements

IELTS
5.5

Prepare for Your English Test

Cathoven AI IELTS Preparation
Learn your IELTS Score

AI-powered IELTS feedback. Clear, actionable, and tailored to boost your writing & speaking score. No credit card or upfront payment required.

  • Trusted by 300k learners
  • 98 accuracy using real exam data
  • 4.9/5 student rating

Other requirements

General requirements

You must have passed the following module:

  • Essential mathematics 2 (MST125).
  • Or be able to provide evidence you have the required mathematical skills.

Tuition Fees

Tuition fees are shown in and the most likely applicable fee is shown based on your nationality.
  • International

    Non-residents
    3168 GBP / full
    3168 GBP / full
  • Domestic

    Citizens or residents
    3168 GBP / full
    3168 GBP / full

Funding

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Mathematical Methods, Models and Modelling
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