CS 151 Project 8

Project 8: Unique Trees and Shapes

Main course Moodle page

The project this week is to continue to make shape classes, making use of inheritance, starting with a tree class.


Tasks

  1. The first task is to make a Tree shape class, similar to the Square and Triangle classes. The difference between a Tree and a Square, though, is that the Tree generates its string dynamically using an L-system. The string for a Square is always the same, so it can set the string field once and then use the parent Shape class' draw method. However, every time we draw a tree, we first must build a string using an L-system. Then it can use the Shape draw method.

    Because we use an L-system to generate the string to draw, a Tree object must contain an L-system, which means it must have a field that holds an L-system object.

    Because a Tree is a Shape, it must be a child of the Shape class. That lets it use the parent functions for setting color, distance, and angle, among other things.

    To make our Tree class, start by creating a file called tree.py. Import your lsystem and shape modules. The Tree class should be derived from the Shape class, but you'll need to override some of the methods because of the special nature of a Tree: it needs more fields than a simple Shape, and it has to dynamically create the string it will draw using an L-system.

    The methods you'll need to override or create for the Tree class include:

    • def __init__(self, distance=5, angle=22.5, color=(0.5, 0.4, 0.3), iterations=3, filename=None): - The init function should call the parent init with distance, angle, and color, store the iterations number in an iterations field, then create an Lsystem object and store it in an lsystem field. If the filename is not None, the Lsystem should read the file.
    • Create a setIterations accessor for the iterations field of the Tree object. Then create a read(self, filename) method that calls the lsystem's read method with the specified filename.
    • Override the draw method--but keep the same parameter list--so it uses the Lsystem to build the string, assigns the string to the string field of self, and then calls the parent draw function. You may want to change the default orientation to 90 so the trees grow up.

    Once you've written the tree class, make a test method for the class and try it out. The test method should take in an Lsystem filename, create a Tree object, and then use the Tree object's draw method to draw at least 3 trees. Use an L-system with multiple replacements for at least one rule and show the three trees are different.

    The output of your tree.py test method is required image 1.

  2. In shapes.py, create at least three classes--other than Square and Triangle--that are derived from the Shape class and define different shapes using strings. One of them should make a filled shape using curly brackets { and } to turn on and off the fill. Make a test function for your shapes.py file that generates an image that incorporates all of the shapes you created. The function should test all of the capabilities of the different shape classes.

    The output of your shapes.py test method is required image 2.

  3. In a file named indoorscene.py, Create a new indoor scene where part of your scene is a set of shapes and at least one tree in something that looks like a painting. You may use only the Tree and various shape classes from this assignment to create the scene. You may not use your turtle code from first three assignments. Only the TurtleInterpreter class can execute turtle commands.

    The indoor scene with a painting is required image 3.

  4. In a file named mosaic.py, create a function tile(x, y, scale) that draws a set of shapes inside a square that is scale by scale in size with the lower left corner of the tile at location (x, y). If scale is 10, then the tile would be 10x10.

    Then make a function mosaic(x, y, scale, Nx, Ny) that draws a 2D array of tiles Nx by Ny, where each tile is of size scale by scale, and the lower left corner of the mosaic is at (x, y). So if scale is 10, Nx is 3 and Ny is 4, the function should draw twelve 10x10 tiles three across and four down.

    An image of at least 20 tiles (5 x 4) is required image 4.


Extensions

Each assignment will have a set of suggested extensions. The required tasks constitute about 85% of the assignment, and if you do only the required tasks and do them well you will earn a B+. To earn a higher grade, you need to undertake one or more extensions. The difficulty and quality of the extension or extensions will determine your final grade for the assignment. One complex extension, done well, or 2-3 simple extensions are typical.


Writeup and Hand-in

Turn in your code by putting it into your private handin directory on the Courses server. All files should be organized in a folder titled "Proj8" and you should include only those files necessary to run the program. We will grade all files turned in, so please do not turn in old, non-working, versions of files.

Make a new wiki page for your assignment. Put the label cs151s13project8 in the label field on the bottom of the page. But give the page a meaningful title (e.g. Stephanie's project 8).

In general, your intended audience for your write-up is your peers not in the class. Your goal should be to be able to use it to explain to friends what you accomplished in this project and to give them a sense of how you did it. Follow the outline below.