The close relationship between physics and high performance computing worldwide is embodied in the Computational Physics degree programme.
Most theoretical problems are now sufficiently complex that they cannot be solved by mathematics alone.
As experimentation becomes more difficult and expensive, computer simulation has become established as the most practical way to understand complex phenomena such as:
* turbulence
* nuclear reactors and weapons
* climate change
These are the areas where comput...
The close relationship between physics and high performance computing worldwide is embodied in the Computational Physics degree programme. <br/><br/>Most theoretical problems are now sufficiently complex that they cannot be solved by mathematics alone. <br/><br/>As experimentation becomes more difficult and expensive, computer simulation has become established as the most practical way to understand complex phenomena such as: <br/><br/><br/>* turbulence <br/><br/><br/>* nuclear reactors and weapons <br/><br/><br/>* climate change <br/><br/><br/>These are the areas where computational physicists already dominate. In the future, based on current recruitment patterns, the methods of Computational Physics will also come to dominate other areas such as: <br/><br/><br/>* financial markets <br/><br/><br/>* genomics <br/><br/><br/>* disease control <br/><br/><br/>This physics-based programme is for students interested in computing, modelling and simulation. You will study:<br/><br/><br/>* programming <br/><br/><br/>* algorithms <br/><br/><br/>* problem-solving methodologies <br/><br/><br/>You will receive a thorough education in physics and the associated mathematics, together with the ability to write computer programs to simulate natural systems. <br/><br/>The degree includes substantial practical experience, including the opportunity to use the Universitys world-class computing systems.
Some courses vary and have tailored teaching options, select a course option below.
Course Details
Information
Study Mode
Full-time
Duration
4 Years
Start Date
08/09/2025
Campus
Central area campus
Application deadline
Provider Details
Codes/info
Course Code
F343
Institution Code
E56
Points of Entry
Year 1, Year 2
UCAS TariffNot Accepted Scottish HigherA,A,A,A AAAA (achievement by end of S5 preferred). BBB must be achieved in one year of S4-S6. Required subjects: Highers: Mathematics at A and Physics at B. Higher Applications of Mathematics is not accepted in place of Higher Mathematics. Advanced Higher Mathematics is recommended. National 5s: English at C. International Baccalaureate Diploma Programme37 32 37 points with 666 at HL - 32 points with 655 at HL. Required subjects: HL: Mathematics (Analysis and approaches only) at 6 and Physics at 5. SL: English at 5. A levelA,A,A A,B,B AAA - ABB in one set of exams. These grades should be achieved in one set of exams. Required subjects: A levels: Mathematics at A and Physics at B. GCSEs: English at C or 4. |
Find more courses from University of Edinburgh with our undergraduate course search.
Region | Costs | Academic Year | Year |
---|---|---|---|
Scotland | £1,820 | 2024/25 | Year 1 |
EU, International | £36,800 | 2024/25 | Year 1 |