The aim of this module is to develop an appreciation of several standard techniques in reactor physics as applied to the steady-state nuclear reactor. This will cover the following topics: The Neutron Transport Equation with Fission Source. A Review of Methods of Solution. Diffusion Theory. Criticality Calculations. Perturbation Theory. Dynamic Methods of Reactivity Measurement. Comments on Spatial Effects in Kinetics.
Learning Outcomes
By the end of the module students should be able to:
Use appropriate numerical methods for solving reactor physics problems, including Monte Carlo and Finite element techniques
Be aware of the main phenomena in neutron physics
Understand the physics of nuclear fission with reference to nuclear radiation emitted, in particular neutron interactions, transport and kinetics
These link to the below AHEP v4 learning outcomes:
Apply knowledge of mathematics, statistics, natural science and engineering principles to the solution of complex problems. Some of the knowledge will be at the forefront of the particular subject of study (C1)
Analyse complex problems to reach substantiated conclusions using first principles of mathematics, statistics, natural science and engineering principles (C2)
Use practical laboratory and workshop skills to investigate complex problems (C12/M12)
Select and apply appropriate materials, equipment, engineering technologies and processes, recognising their limitations (C13/M13)
Apply a comprehensive knowledge of mathematics, statistics, natural science and engineering principles to the solution of complex problems. Much of the knowledge will be at the forefront of the particular subject of study and informed by a critical awareness of new developments and the wider context of engineering (M1)