Physics Honours Lectures
96 Hours face to face + blended
One Semester or equivalent
Hawthorn
Available to incoming Study Abroad and Exchange students
Overview
This unit aims to provide advance knowledge of the underlying principles and concepts in physics and the skills required for undertaking a postgraduate research program.
Requisites
Teaching periods
Location
Start and end dates
Last self-enrolment date
Census date
Last withdraw without fail date
Results released date
Learning outcomes
Students who successfully complete this unit will be able to:
- Review, analyse, consolidate and synthesise advanced knowledge to identify and provide solutions to complex problems with intellectual independence
- Display cognitive and technical skills to demonstrate both a broad understanding of physics theoretical concepts along with advanced understanding in specialized physics areas
- Demonstrate initiative, critical thinking and judgement in developing new understanding
- Display communication skills to present a clear and coherent exposition of knowledge and ideas to a variety of audiences
Teaching methods
Hawthorn
| Type | Hours per week | Number of weeks | Total (number of hours) |
|---|---|---|---|
| Face to Face Contact (Phasing out) Lecture | 6.00 | 12 weeks | 72 |
| Face to Face Contact (Phasing out) Tutorial | 2.00 | 12 weeks | 24 |
| Unspecified Learning Activities (Phasing out) Independent Learning | 4.50 | 12 weeks | 54 |
| TOTAL | 150 |
Assessment
| Type | Task | Weighting | ULO's |
|---|---|---|---|
| Assignment | Individual | 20 - 40% | 1,2,3,4 |
| Class Exercises | Individual/Group | 10 - 20% | 1,2,3,4 |
| Online Quizzes | Individual | 10 - 20% | 1,2 |
| Test | Individual | 40 - 60% | 1,2,3,4 |
Hurdle
As the minimum requirements of assessment to pass a unit and meet all ULOs to a minimum standard, an undergraduate student must have achieved:
an overall mark for the unit of 50% or more
Content
Students complete the following four modules:
- Classical Mechanics: Lagrangian formalism: principle of least action, constrained optimisation, generalised coordinates, Noether's theorem and symmetries. Hamiltonian formalism: Hamilton's equations, Liouville's theorem, Poisson brackets, canonical transformations, dynamical systems
- Quantum Mechanics: angular momentum, identical particles, perturbation theory, scattering theory, density matrices and approximation methods.
- Statistical Mechanics: Microcanonical, canonical ensembles and grand canonical ensembles, Boltzmann and Quantum statistics
- Electromagnetism: Maxwell's equations, potentials, electromagnetic waves, classical optics, boundary value problems, radiation, antennas, and relativistic electrodynamics.
Study resources
Reading materials
A list of reading materials and/or required textbooks will be available in the Unit Outline on Canvas.