Programme/Approved Electives for 2024/25
None
Available as a Free Standing Elective
No
Quantum mechanics is the foundation of the technologies that have built the modern world and gives us the tools to study nature at its most fundamental level. This module will introduce you to quantum theory and its application to atomic physics, and features a mathematics component that includes the use of various coordinate systems, linear algebra, Fourier methods and vector calculus. We will use these skills and knowledge to look at applications and examples of quantum theory such as scanning tunnelling electron microscopes and nuclear fusion in stars.
Aims
This module aims to introduce the students to quantum theory and its application to atomic physics and to give them the skills to solve the more straightforward problems and applications in these areas.
Talis Aspire Reading ListAny reading lists will be provided by the start of the course.http://lists.lib.keele.ac.uk/modules/phy-20006/lists
Intended Learning Outcomes
apply advanced mathematical techniques to solve problems in physics: 1,2,3find or verify solutions to the 1-dimensional Schrodinger equation for simple potentials: 1,3describe quantitatively applications and examples of quantum behaviour: 1,3understand the origin and structure of energy levels for electrons in simple atoms: 1,3describe and apply first-order time-independent perturbation theory: 1,3use the Born interpretation of wave function to predict the observed properties of quantum systems: 1,3
Active Learning Hours:28 hours of lectures 14.5 hours problem classes1 hour mathematics class test 2.5 hour examIndependent Study Hours:15 hours completion of problem sheets. 89 hours examination revision and private study.
Description of Module Assessment
1: Exam weighted 60%Unseen written examination
2: Class Test weighted 20%1 Maths Class Test
3: Problem Sheets weighted 20%Problem sheets