Module description
Module Description
This module introduces students to the modern physics topics of special relativity and quantum mechanics. These two fields revolutionised physics in the early 20th Century.
Learning aims & outcomes
At the end of the module students should be able to:
• Understand how time dilation and length contraction are natural consequences of the principles of special relativity, particularly the invariance of the speed of light in a vacuum.
• Apply Lorentz transformations to solve problems involving different inertial frames of reference.
• Identify the proper time interval or length between events.
• Draw precise spacetime diagrams to solve special relativity problems.
• Compute the relativistic kinetic energy and momentum of an object with respect to an inertial frame.
• Understand the energy-momentum relation.
• Explain blackbody radiation and how the Planck relation is required for its theoretical description.
• Solve problems involving the photoelectric effect.
• Apply special relativistic and Planck relations to calculate Compton scattering values between photons and electrons.
• Describe a wave packet.
• Understand and apply the de Broglie wavelength.
• Understand and apply the Heisenberg uncertainty principle.
• Calculate interference patterns from a double slit and understand cases of individual photons or particles.
• Understand the Born rule and conditions for solving the Schrodinger equation.
• Solve problems involving a particle in an infinite square well.
• Understand quantum numbers for orbital angular momentum and spin.
Assessment details
Type |
Weighting |
Marking model |
Written two hour exam (May)
Coursework (Fortnightly Problem Sheets)
Quizzes
|
80%
10%
10%
|
Model 2 - Double Marked
|
Please note: - module assessment may be subject to change. If you have any questions, please contact ug-physics@kcl.ac.uk
Teaching pattern
A total of 3 hours each week combining lectures and problem solving.