Course Summary

Acquire a deep insight into modern theories of nature using powerful mathematical techniques. This degree will provide you with the necessary mathematical language to be able to describe, analyse and predict natural phenomena. Final year modules include classical and quantum mechanics, electrodynamics and relativity, fluid dynamics and partial differential equations. A particular highlight of the degree is the choice of project modules to explore aspects of modern physics in depth. We have strong links with CERN and the European Light Infrastructure. We’re very proud of being top in the Guardian Mathematics University League Table for 2019 for satisfaction with the course. We are also fourth for satisfaction with mathematics teaching. This is part of a record of students regularly saying that they enjoy our degrees and teaching. * Study the foundation of modern theoretical physics in modules such as classical and quantum mechanics and electrodynamics and relativity. * Carry out a project in theoretical physics on topics such as quantum computers, black holes, teleportation and the quark model, supported by a leading academic. * Be inspired by a large group of theoretical physicists who have strong research connections across the globe including with CERN and the Rutherford Appleton Laboratory. Two of our lecturers are Associate CERN staff members, another leads the Lattice QCD/BSM group at CERN, two are members of the UK’s Central Laser Facility user group and one is a theory consultant to the European Light Infrastructure project. * Pure and applied mathematics, modules in probability and options in statistics: get to grips with the foundations of modern mathematics. * Benefit from outstanding teaching: in the 2018 National Student Survey 99% of our final year students said that 'Staff are good at explaining things’.* This is part of a proud track record of success in the National Student Survey (NSS). We are top of the 2019 Guardian Mathematics League Table for satisfaction with the course. * Leading research experts teach you: 68% of our research papers were classified as ‘World Leading’ or ‘Internationally Excellent’ in the latest UK government survey of research (REF 2014). * Expand the ways you study with access to an extensive set of online support materials, including podcasts and eBooks. * Become a confident, effective communicator, able to present your ideas visually, verbally and in writing. Small group tutorials help you acquire these skills. In the 2018 National Student Survey 99% of our final year students agreed that 'I have had the right opportunities to work with other students as part of my course’. * We have an open door policy, a dedicated study space, the Maths Lab, clickers for immediate feedback in class, online podcasts – in short, we support you to reach your full potential. * Learn high-level programming skills and master industry software including Matlab and R. * Increase your employability with a strongly-recommended paid industry placement between the second and final years. Typically students are paid around £17,000 and recent employers include GlaxoSmithKline, the Department of Communities and Local Government, VirginCare, Visteon and Jagex. * Progress, like our previous graduates, into careers in research, work in the Met Office, GCHQ, finance, industry and medicine or postgraduate degrees in applied mathematics and theoretical physics. * Distinguish yourself professionally with a degree accredited by the Institute of Mathematics and its Applications and recognised for membership by the Institute of Physics.

Course Details - Modules

In year one, build strong mathematical foundations to support future investigations in theoretical physics. Topics include probability and randomness, which are key ideas in quantum theories, and tools such as group theory, which are used to describe fundamental symmetries in nature. Calculus and analysis plus linear algebra, essential for studying higher dimensional theories are also introduced along with an introduction to programming. In second year you will review the evidence for the existence of dark matter and describe Newtonian cosmology using vector calculus. Acquire the mathematical language of quantum mechanics by learning about real and complex analysis. A case studies module introduces the powerful Monte Carlo technique which lies at the heart of statistical mechanics and is used to extract precision results from the Standard Model of particle physics. In your final year the focus is on modern physics and you have a choice of modules. Topics include classical mechanics, quantum mechanics, electrodynamics and special relativity. The mathematical language of the core partial differential equations module is essential. You can conduct a final year theoretical physics project with a supervisor from our theoretical physics research group. Projects have included general relativity and black holes, the gravitational super highway, quantum algorithms, quantum field theory and the quark model. The modules shown for this course or programme are those being studied by current students, or expected new modules. Modules are subject to change depending on year of entry.

Course Details – Assessment Method

Assessment Methods are not listed for this Course.

Course Details – Professional Bodies

Professional Bodies are not listed for this Course.

How to Apply

26 January This is the deadline for applications to be completed and sent for this course. If the university or college still has places available you can apply after this date, but your application is not guaranteed to be considered.

Application Codes

Course code: G1F3

Institution code: P60

Campus Name: Main Site

Campus code:

Points of Entry

The following entry points are available for this course:

Year 1

Year 2

Year 3

Entry Requirements for Advanced Entry (Year 2 and Beyond)

Entry Requirements for Advanced Entry are not listed for this Course.

International applicants

Standard Qualification Requirements

112 to 128 UCAS points to include a minimum of 2 A levels including Grade B in Mathematics or Further Mathematics. Excluding General Studies.

To include a minimum of 2 A levels, including grade B in Mathematics or Further Mathematics. Excluding General Studies.

Considered in combination with Advanced Highers

Considered in combination

Interview and diagnostic test required. Standard offer would then be to Pass Access to HE Diploma with at least 33 credits at Merit and/or Distinction and to include at least 12 credits in Mathematics units with Merit.

120 points including a Grade B in Advanced Highers Mathematics.

Considered in combination with A Level Mathematics or Further Mathematics.

Considered in combination

Considered in combination with A Level Mathematics or Further Mathematics.

27 - 29 overall to include Grade 5 in Higher Level Mathematics. English Language accepted within.

Considered following Interview. Standard offer would be in the range of DMM to DDM and to include a Distinction in a Mathematics unit.

including Mathematics.

Considered in combination with A Level Mathematics or Further Mathematics.

Considered in combination with A Level Mathematics or Further Mathematics.

Considered in combination alongside A Level Mathematics or Further Mathematics.

Considered in combination alongside A Level Mathematics or Further Mathematics.

Considered in combination

Considered in combination alongside A Level Mathematics or Further Mathematics.

Considered in combination alongside A Level Mathematics or Further Mathematics.

Considered in combination alongside A Level Mathematics or Further Mathematics.

Considered in combination alongside A Level Mathematics or Further Mathematics.

Must have GCSE English and Maths at Grade C/ 4 or above.

Please click the following link to find out more about qualification requirements for this course

Minimum Qualification Requirements

Minimum Further Information are not listed for this Course.

English language requirements

Test Grade AdditionalDetails
English Language Entry Requirement Information are not listed for this Course.

Unistats information

Student satisfaction : 55%

Employment after 15 months (Most common jobs): 74%

Go onto work and study: 89%

Fees and funding

Additional Fee Information

For all information about tuition fees, please visit our fees and funding pages at www.plymouth.ac.uk/study/fees * Fees are correct at the time of publication and may be subject to change.

Provider information

Drake Circus
Address2 are not listed for this Course.
Address3 are not listed for this Course.
Plymouth
PL4 8AA

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