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  • Mathematical Physics 3

    Module code: PA3250 This module broadens your knowledge on the mathematical techniques necessary for all field of physics. This includes more advanced treatments of vector calculus and Fourier transforms, linear algebra and the calculus of variations.

  • Dissertation

    Module code: TS3007 In this module, you will complete either a research or a translation project of your own choice. An introductory seminar will be given to discuss the potential topics for projects in Translation Studies and the steps of conducting such a project.

  • Spacecraft Instrumentation for Space and Planetary Science

    Module code: PA7015 This module will cover instrument systems for particle detection, as well as a large part of the electromagnetic spectrum, and will provide you with a greater knowledge of the complementary nature of instruments selected for a particular mission.

  • Mathematical Physics 3

    Module code: PA3250 This module broadens your knowledge on the mathematical techniques necessary for all field of physics. This includes more advanced treatments of vector calculus and Fourier transforms, linear algebra and the calculus of variations.

  • Innovation, quality, research and evaluation

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  • Tim Trent

    The academic profile of Dr Tim Trent, NCEO Research Fellow at University of Leicester

  • Rebecca Cordell

    The academic profile of Dr Rebecca Cordell, Research Fellow at University of Leicester

  • Dan Bishop

    The academic profile of Dr Dan Bishop, Lecturer at University of Leicester

  • Spacecraft Instrumentation for Space and Planetary Science

    Module code: PA7015 This module will cover instrument systems for particle detection, as well as a large part of the electromagnetic spectrum, and will provide you with a greater knowledge of the complementary nature of instruments selected for a particular mission.

  • Mathematical Physics 3

    Module code: PA3250 This module broadens your knowledge on the mathematical techniques necessary for all field of physics. This includes more advanced treatments of vector calculus and Fourier transforms, linear algebra and the calculus of variations.

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