Assignment 3 is now available! You can view the document here. This assignment will be due at 11:00 pm on Feb 23rd. The submission guidelines are identical to the previous assignment. Electronic submissions are preferred (cc’ing both firstname.lastname@example.org and email@example.com), but if you wish to submit a physical document, do so in class or at 215 Smith Hall. Smith Hall locks to the public at 5:00 pm, so plan accordingly.
The document linked above has several questions inline, numbered as Exercises 18-26. You DO NOT need to complete exercises 20 and 26, and you might not understand Section 6.3 — these all depend on exterior calculus, which we will be covering soon.
Once again, there is a coding component at the conclusion of the document, where you will be asked to implement some of the ideas described in the preceding text. A corresponding code skeleton is now present in the course repository, which you should download and modify. Note that the core library has also been updated, so you will need to re-download (or git pull, if you’re using git) the entire repository. The skeleton in Assignment3.py contains empty methods in which you will implement your solution, all of your modifications must be between the lines which say BEGIN YOUR CODE and END YOUR CODE. Some of the function names referenced in the text might not perfectly align with the codebase; don’t worry about this, just fill out the skeleton code. To submit the coding portion, email us your modified copy of the file Assignment3.py along with your written submission.
Again, we will only be considering triangular meshes without boundary for this assignment. There is a collection of such meshes in the Assignment3/Boundaryless_Meshes/ directory on which to test your code. Also, the codebase wiki has some information on matrix computation in Python which you might find useful.
Be warned, this coding portion is a bit more involved than the previous assignment, I suggest you start early so you have time to ask questions as needed.