Difference between revisions of "Lecture slides"
From UBCMATH WIKI
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Revision as of 17:41, 22 December 2014
The pdf files in the "Screen" column are as they appeared in class (sometimes with a bit of editing based on discovered errors or feedback from students). The files under the "Print" column are a shorter versions in which every stage of a single slide is collapsed into a single page of the pdf. For staged slides in which things disappear and others appear in their place (only happens occasionally), the resulting "Print" version can be a bit of a mess. I suggest looking back at the "Screen" slides in those instances.
| Lecture | Screen | Description | |
|---|---|---|---|
| Lecture 1 - Jan 7 | |||
| Lecture 2 - Jan 9 | |||
| Lecture 3 - Jan 14 | |||
| Lecture 4 - Jan 16 | |||
| Lecture 5 - Jan 21 | |||
| Lecture 6 - Jan 23 | |||
| Cancelled - Jan 28 | -- | -- | |
| Lecture 7 - Jan 30 | |||
| Lecture 8 - Feb 4 | |||
| Midterm 1 - Feb 6 | -- | -- | |
| Lecture 9 - Feb 11 | Intro to (2x2) systems of equations, distinct eigenvalues case | ||
| Lecture 10 - Feb 13 | Complex eigenvalues case, shapes of solutions in the phase plane | ||
| Lecture 11 - Feb 25 | Repeated eigenvalue case | ||
| Lecture 12 - Feb 27 | Summary of homogeneous 2x2 systems, nonhomogeneous examples (two tanks) | ||
| Lecture 13 - Mar 4 | Intro to Laplace transforms (definition, examples, IVPs) | ||
| Lecture 14 - Mar 6 | More on Laplace transforms (step functions), see Supplemental notes for an example (pdf and YouTube video) | ||
| Lecture 15 - Mar 11 | No slides today. Ramped forcing, delta functions. | ||
| Lecture 16 - Mar 13 | Applications of delta functions, convolution of functions and transfer functions. | ||
| Lecture 17 - Mar 18 | Review for midterm 2 (lots of problems) | ||
| Midterm 2 - Mar 20 | -- | -- | |
| Lecture 18 - Mar 25 | Derivation of the Diffusion Equation and intro to eigenvalues/vectors for PDEs | ||
| Lecture 19 - Mar 27 | Introduction to Fourier Series | ||
| Lecture 20 - Apr 1 | Using Fourier Series to solve the Diffusion Equation (homogeneous Dirichlet and Neumann BCs) | ||
| Lecture 21 - Apr 3 | Using Fourier Series to solve the Diffusion Equation (nonhomogeneous, mixed BCs) | ||
| Lecture 22 - Apr 8 | Summary of using Fourier Series to solve the Diffusion Equation, Wave equation, separation of variables |
