Nuclear Engineering

Course Overview - Nuclear Engineering

Nuclear engineers design, build and operate equipment and processes that benefit humanity. Our Masters programme focuses on creativity and ingenuity to develop your design and implementation skills to an advanced level, and prepare you for your chosen career.

Nuclear applications cover a broad range of sectors from healthcare and cancer treatment through to power generation, national security and decommissioning activity. The industry is set to expand over the next ten years. With an estimated international spend of around £930 billion for building new reactors and £250 bil...

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Course Information

Study Mode

Full-time

Duration

4 Years

Start Date

10/2024

Campus

Main Site

Course Address
Admissions
Bailrigg
Lancaster
LA1 4YW

Application Details

Course Code

H821

Institution Code

L14

Points of Entry

Year 1, Year 2

Entry Requirements

A level

A,A,A

A level Mathematics and a Physical Science, for example, Physics, Chemistry, Computer Science, Electronics, Design & Technology or Further Mathematics

Access to HE Diploma

D:45

in a relevant subject, including sufficient Mathematics content

International Baccalaureate Diploma Programme

36

with 16 points from the best 3 Higher Level subjects including either: Mathematics HL grade 6 (either pathway) plus grade 6 in a HL Physical Science Mathematics HL grade 6 (either pathway) plus grade 6 in two SL Physical Sciences Mathematics SL grade 7 (Analysis and Approaches) plus HL grade 6 in a Physical Science Acceptable physical science subjects include Physics, Chemistry, Computer Science, and Design Technology

Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016)

BTEC (Pre-2016 specifications): Distinction, Distinction, Distinction in an Engineering related subject to include Distinctions in Mathematics for Engineering Technicians and Further Mathematics for Engineering Technicians units. BTEC (2016 specifications): Distinction, Distinction, Distinction in an Engineering related subject to include Distinctions in the following units – Unit 1 Engineering Principles, Unit 7 Calculus to Solve Engineering Problems. Unit 8 Further Engineering Mathematics is highly recommended.

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