MATH2065 Introduction to Partial Differential Equations
General Information
This page contains information on the Intermediate Unit of Study MATH2065 Introduction to Partial Differential Equations.
This unit is offered in Semester 2.
The lecturers for this unit of study are Bill Gibson and Holger Dullin.
For further information on Intermediate Mathematics and Statistics, refer to the Intermediate Handbook.
You may also view the Faculty Handbook entry for MATH2065 in the central units of study database.
- Credit point value: 6CP.
- Classes per week: Three lectures, one tutorial and one practice class.
Announcements
- Pre-exam consultations will be in Carslaw, Rm 634 on:
- Friday 6 Nov, 11am - 1pm
- Tuesday 17 Nov, 10am - noon
- The solutions to assignment 2 are available here
Handouts
Lecture Notes
- Revision of ODEs
- Laplace Transforms
- General introduction to PDEs
- Heat equation - separation of variables
- Heat equation continued - satisfying the initial condition
- Laplace's equation
- Fourier Series - Part 1
- Fourier Series - Part 2
- Fourier Transforms
- Syllabus and unit-of-study information
- Handout on ODEs
- Table of Laplace transforms
- Handout on Boundary Value Problems and Fourier Formulas
- Table of Fourier transforms
- Assignment 2
- Exam questions 2007
- Exam questions 2008
Tutorials
Tutorial questions (weeks 1-13)
| Tut 1 | Tut 2 | Tut 3 | Tut 4 | Tut 5 | Tut 6 | Tut 7 | Tut 8 | Tut 9 | Tut 10 | Tut 11 | Tut 12 | Tut 13 |
| Sol 1 | Sol 2 | Sol 3 | Sol 4 | Sol 5 | Sol 6 | Sol 7 | Sol 8 | Sol 9 | Sol 10 | Sol 11 | Sol 12 | Sol 13 |
Please check that your mark for Quiz has been recorded correctly by entering your 9 digit SID into the box below and then pressing the "Check marks" button.
Please note that any corrections to Quiz marks must be made by Thursday, Oct 1.