Theoretical Physics with Mathematics
Lancaster UniversityLancaster, United Kingdom
Fee for international students
- Intakes
- September
- Duration
- Not published
Programme facts
- Level
- Bachelor's
- Duration
- Not published
- Language of teaching
- English
- Study mode
- full time
- Credits
- Not published
- Intakes
- September
About this programme
The technologies of tomorrow will be rooted in our understanding of the physical laws of the universe. Breakthroughs made by theoretical physicists have led to nano materials, solar cells, wireless technologies, and diagnostic imaging. This combined degree gives you an understanding of the mathematical foundations of physics, for example, you will learn how quantum mechanics is underpinned by the powerful mathematical concept of a Hilbert space. As a graduate you will be uniquely equipped with an understanding of physics that sets you up for an exciting, multi-disciplinary future. You could be working on cutting-edge technologies, modelling climate change, or even bringing your advanced mathematical skills to complex issues at the heart of the economy. With our three-year BSc Hons Theoretical Physics with Mathematics degree you get the benefit of not one, but two departments where excellence in teaching and research is at the core of what you learn. Taught alongside the School of Mathematical Sciences, your maths foundations are laid down early in the degree, while in the latter parts, the focus shifts to applications of theoretical physics. In the first year, core content will be shared between physics and mathematics covering topics such as quantum mechanics, electromagnetism, group theory and vector calculus. The physics content increases in each subsequent year where you will study topics like solid state physics, ladder operators and variational techniques, complemented by topics from mathematics such as real analysis and linear and abstract algebra. It’s so much mor
Entry requirements
Typical for this university, not this programme's own requirement.
- IELTS6 overall
- Minimum prior level
- upper secondary
Source: University course page
Check if you qualifyData: Discover Uni (HESA and Jisc).
