Announcements:
If you need help:
Instructors:
Teaching Assistants (for the tutorials):
Teaching Assistants (for the labs): Note that the e-mail addresses below are the ones to use if you have any question to ask the TAs (about your Matlab assignment marks, for example), this is not NOT the one used to submit Matlab assignments!
Outline of the Course:
The course provides an overview of ordinary differential equations and covers also some related topics, such as Laplace transforms and elements of linear algebra (eigenvalues and eigenvectors). A number of applications to actual problems will be discussed. Students will also acquire programming skills in MATLAB, and will use them to solve a range of problems introduced during lectures.Course Objectives:
By the end of the course students should be familiar with the basic theory concerning ordinary differential equations, and should be able to apply this theory to solve problems arising in applications. They should also be able to develop MATLAB programs for the solution and visualization of such problems.Tutorials:
An important element of the course are the tutorials during which the Teaching Assistants will alternate between introducing MATLAB programming techniques necessary for the solution of the MATLAB homework assignments and solving analytical problems related to the lectures. MATLAB files containing the material of the tutorials will be posted in advance on the course website, and should be downloaded and reviewed before attending the tutorial. Students are strongly encouraged to bring their own laptops, so that they can actively follow the presentation.Primary Reference:
Software:
All homework assignments will have to be completed using MATLAB. This software will also be used for presentations during tutorials. While MATLAB can be used in a number of computer labs on the campus, students are encouraged to purchase The Student Edition of MATLAB to be able to work with MATLAB at home.Prerequisites:
Engineering Mathematics I and II (MATH 1ZC3 \& MATH 1ZZ5), or equivalentWeBWork Assignments:
Six WeBWork assignments will be given by the (tentative) dates indicated in the table below. The assignments will be due by midnight on the (tentative) dates indicated in the table. Late submissions will not be accepted under any circumstances. The solutions will be posted on the course website after the due date.WeBWork Homework Post & Due Dates (tentative):
| # |
Post Date |
Due Date |
| HW 1 |
Monday, September 10 |
Monday, September 17 |
| HW 2 |
Monday, September 24 |
Monday, October 1 |
| HW 3 |
Monday, October 8 |
Monday, October 15 |
| HW 4 |
Monday, October 22 |
Monday, October 29 |
| HW 5 |
Monday, November 5 |
Monday, November 12 |
| HW 6 |
Monday, November 19 |
Monday, November 26 |
MATLAB Assignments:
Five MATLAB assignments will be posted on the course website on the dates indicated in the table below. The assignments will be due by midnight on the dates indicated in the table. Solutions of the assignments should be prepared using the template file available from the course website, and be submitted electronically to the suitable Email address. Please see here for detailed instructions concerning submission of homework assignments. Late submissions will not be accepted under any circumstances. The solutions will be posted on the course website after the due date.MATLAB Homework Post & Due Dates (tentative):
| # |
Post Date |
Due Date |
| HW 1 |
Monday, September 17 |
Monday, September 24 |
| HW 2 |
Monday, October 1 |
Tuesday, October 9 |
| HW 3 |
Monday, October 15 |
Monday, October 22 |
| HW 4 |
Monday, October 29 |
Monday, November 5 |
| HW 5 |
Monday, November 12 |
Monday, November 19 |
Tests:
There will be two tests scheduled on Saturday October 20 and Saturday November 17 and starting at 9:30 am. They will last 75 minutes and the exact location to be announced later. The tests will focus on analytical issues and will NOT address the MATLAB component of the course. NO CALCULATORS will be allowed during the tests.Final Exam:
The course will be completed by a three-hour final examination. The date and location of the final exam will be announced by the Registrar's office in mid-term. NO CALCULATORS will be allowed during the final exam.Marking Scheme:
The final mark will be computed using the following scheme:
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Excused Absences:
If you are absent from the university for a minor medical reason, lasting fewer than 5 days, you may report your absence, once per term, without documentation, using the McMaster Student Absence Form. Absences for a longer duration or for other reasons must be reported to your Faculty/Program office, with documentation, and relief from term work may not necessarily granted. When using the MSAF, report your absence to Dr. Gabardo, the course coordinator, by e-mail to gabardo_AT_mcmaster_DOT_ca. In case of an excused absence from one of the term tests, the weight of that test will be added to that of the final exam. In the case of assignments, the weight will be added to that of the other assignments. Any unexcused part of the work (such as a test or assignment) will result in a mark of zero for that part. Please note that once a test or a final examination is written, the final grade cannot be adjusted to take into account any special situation. For more details regarding relief for missed academic work, consult the webpage: Requests for Relief for Missed Academic Term Work,.Academic Integrity:
You are expected to exhibit honesty and use ethical behaviour in all aspects of the learning process. Academic credentials you earn are rooted in principles of honesty and academic integrity.Important Notice:
The instructor and university reserve the right to modify elements of the course during the term. The university may change the dates and deadlines for any or all courses in extreme circumstances. If either type of modification becomes necessary, reasonable notice and communication with the students will be given with explanation and the opportunity to comment on changes. It is the responsibility of the student to check their McMaster email and course websites weekly during the term and to note any changes.Lectures Schedule (tentative):
| Week |
Sections |
| Sep 3 |
1.1 |
| Sep 10 |
1.2, 2.1, 2.2 |
| Sep 17 |
2.8, 2.3, 2.7 |
| Sep 24 |
3.1.1, 3.1.2, 3.3, 3.1.3 |
| Oct 1 |
3.4, 3.5 |
| Oct 8 |
3.6, 3.8 |
| Oct 15 |
3.9, 8.8 |
| Oct 22 |
8.9, 8.10 |
| Oct 29 |
8.12, 10.1 |
| Nov 5 |
10.2, 4.1 |
| Nov 12 |
4.2, 4.3 |
| Nov 19 |
4.4, 4.5 |
| Nov 26 |
4.6, 5.1, 5.2 |
| Dec 3 |
5.2 |