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2006 Course Handbook
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Bachelor of Science (Physics) - Bachelor of Mathematics

Course / Course Aims

This double degree provides students with a deeper understanding of the complementary areas of mathematics and physics.  As well as making them eligible for employment in areas requiring qualifications in both mathematics and physics, this will particularly equip students for work in areas where they will undertake mathematical modelling of physical systems.

Course Requirements

All students must complete the required number of credit points and satisfy all course requirements for the Bachelor of Science (Physics) degree and the Bachelor of Mathematics. Refer to course structures below.
All students must take particular notice of the Course Rules regarding minimum rate of progress.

The formal contact hours, methods of teaching and learning and forms of assessment vary from subject to subject.  Details will be provided to students at the commencement of each subject by the subject coordinator.  Students should attend all classes including lectures, tutorials and laboratory classes.

Honours

Students with a good academic record are encouraged to proceed to an Honours year.  An additional year of study providing training in independent research in either discipline would be required.

Further Studies Options

Graduates can apply for entry to Honours in Physics, then Master of Science – Research, or PhD.

Career Opportunities

Opportunities exist in teaching, administration, scientific communication, computing, and research.

Course Program

Subjects   Session Credit Points
Year 1
MATH121 Discrete Mathematics Autumn 6
MATH187 Mathematics 1A Part 1 Autumn 6
PHYS141 Fundamentals of Physics A Autumn 6
MATH111 Applied Mathematical Modelling 1 Spring 6
MATH188 Mathematics 1A Part 2 Spring 6
PHYS142 Fundamentals of Physics B Spring 6
PHYS295 Concepts of the Modern Universe Spring 6
Plus 2 Electives   12
Year 2
MATH201 Multivariate and Vector Calculus Autumn 6
MATH203 Linear Algebra Autumn 6
PHYS205 Advanced Modern Physics Autumn 6
STAT131 Understanding Variation and Uncertainty Autumn 6
MATH202 Differential Equations 2 Spring 6
MATH204 Complex Variables and Group Theory Spring 6
MATH212 Applied Mathematical Modelling 2 Spring 6
PHYS215 Vibrations, Waves and Optics Spring 6
PHYS225 Radiation Physics Spring 6
Year 3
CSCI114 Procedural Programming Autumn/Spring 6
MATH222 Continuous and Finite Mathematics Autumn 6
PHYS235 Mechanics and Thermodynamics Autumn 6
PHYS305 Quantum Mechanics Autumn 6
STAT231 Probability and Random Variables Autumn 6
MATH302 Differential Equations 3 Autumn 6
MATH305 Partial Differential Equations Spring 6
MATH313 Industrial Mathematical Modelling Spring 6
or
STAT232 Estimation and Hypothesis Testing Spring 6
PHYS375 Nuclear Physics Spring 6
Year 4
MATH312 Applied Mathematical Modelling 3 Autumn 6
or
STAT333 Statistical Inference and Multivariate Analysis Spring 6
MATH323 Topology and Chaos Spring 6
or
STAT335 Sample Surveys and Experimental Design Autumn 6
Either    
PHYS325 Electromagnetism Autumn 6
PHYS335 Classical Mechanics Autumn 6
PHYS396 Electronic Materials Autumn 6
or two 300 Level Mathematics subjects, Spring 12
or
STAT304 Operations Research and Applied Probability Autumn 6
and
STAT332 Multiple Regression and Time Series Spring 6
PHYS385 Statistical Mechanics Spring 6
PHYS390 Astrophysics Spring 6
 
 
 

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