Programme/Approved Electives for 2024/25
None
Available as a Free Standing Elective
No
This level 4 module builds on A-level physics by taking the familiar subject of mechanics, but integrating it into calculus-based mathematics, thus laying the foundation for physics and astrophysics degrees. Topics include Special Relativity, linear mechanics, rotational mechanics, and gravity. The module develops skills in applying physical principles and mathematical techniques to physical and astrophysical situations.A mathematics component is included, in which fundamental techniques routinely used in physics are taught and practised. There is also a laboratory component, which involves bench work, computing and communication exercises.
Aims
To provide an understanding of mechanics, gravity and special relativity, and to develop the use of mathematics to solve physical problems. To develop the transferable, problem solving and mathematical skills that are required by the practising physicist or astrophysicist.
Talis Aspire Reading ListAny reading lists will be provided by the start of the course.http://lists.lib.keele.ac.uk/modules/phy-10022/lists
Intended Learning Outcomes
Use mathematics (including vectors and complex numbers) as the language of physics in solving physical and astrophysical problems: 1,2,3Understand mathematical techniques necessary for application to physics: 1,2,31,2,3Understand basic concepts in classical mechanics and Newtonian gravity, and the principles of special relativity by solving physical problems, particularly in astrophysical situations:
Active Learning hours: Lectures 24hMaths lectures 10hMaths tutorials 12hIndependent Study: Problem sheets 18h Independent study 82hExamination 2hMaths class test/unseen examination 2h
Description of Module Assessment
1: Unseen Exam weighted 40%Unseen written examination2-hour (100 marks) exam with a degree of choice
2: Class Test weighted 40%Class TestTwo 1-hour unseen Mathematics examinations
3: Problem Sheets weighted 20%Problem sheetsStudents complete a number of problem sheets. Equivalent to ~1000 words.