Background Tutorials
There are several concepts and techniques from earlier courses we make extensive use of. These tutorials are part of the background to the course.
Tutorial 0.1 Background: Transformation of ODEs
Tutorial 0.2 Background: The Divergence Theorem in 2D and 3D
Tutorial 0.3 Background: Fourier Series
Tutorial 1 First order equations
Tutorial 2 Second order equations
Tutorial 3 The wave equation
Tutorial 4 S.L. Problems
Tutorial 5 Seperation of Variables
Tutorial 6 Multi-dimensional SL Problems
Tutorial 7 Qualitative proofs
Tutorial 8 Non-homogenous equations
Tutorial 9 Green's functions
Tutorial 10 Fourier series and 1D Green's functions
Assignments
Assignment 1, SolutionsAssignment 2, Solutions
Assignment 3, Solutions
Assignment 4, Solutions
Assignment 5, Solutions
Assignment 6, Solutions
Exam information
The exam will be held during the lecture on the 13th of September.Formula sheet and sample exam, Solutions,
Lectures
Lecture notes and copyright materials (Contact lecturer for password).
Additional Information
2005 Final Exam2006 Final Exam
2008 Final Exam
2005 Final Exam Solutions
2006 Final Exam Solutions
2008 Final Exam Solutions
2011 Formula sheet
Administrative Information
Lecturer: Tony Roberts, Email: apr@maths.uq.edu.au
Office: Room 67-451, Phone: 3365 3263
Consultation Hours
Tuesday 2-4pm. Appointments may be made be made at other times.