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  • Masters Research Project (Geophysics)

    Module code: GL4104 The Masters Research Project is a major piece of independent research work that you carry out in your 4th year.

  • Structure and Tectonics

    Module code: GL2102 Structural geology focuses on the characterisation of deformation within the lithosphere and underpins our understanding of tectonic processes.

  • Independent Field-Based Project

    Module code: GL3100 In this module, you will undertake a major field-based project.

  • Engineering Experimentation

    Module code: EG1004 Experimentation forms a crucial part of the foundation of an engineer’s career. The ability to safely carry out an experiment/test/measurement, and accurately record and analyse experimental results data, is a sought-after skill in engineering industries.

  • Embedded Systems for Condition Monitoring and Control

    Module code: EG7018 This module follows on from EG7014 and is concerned with software architectures and patterns for embedded systems with one or more processors or microcontrollers.

  • Sets, Relations and Groups

    Module code: MA1105 This module is a broad-based introduction to fundamental ideas which form the foundation for mathematics. We shall focus a lot of our attention on sets and structures on them.

  • Independent Field-Based Project

    Module code: GL3100 In this module, you will undertake a major field-based project.

  • Structure and Tectonics

    Module code: GL2102 Structural geology focuses on the characterisation of deformation within the lithosphere and underpins our understanding of tectonic processes.

  • Data Mining and Neural Networks

    Module code:MA4022 This module will provide a comprehensive introduction to the structure of the data mining process and explain the basic notions and operation.

  • Computational Partial Differential Equations with Finite Elements

    Module code:MA4011 The mathematical models arising from countless physical and natural phenomena as well as social sciences such as economics and finance are based on Partial Differential Equations (PDEs).

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