Description
1 Getting Started
Let’s start off by looking at main.cpp. It contains a fully functional application that displays a teapot. Other than that, it’s not very interesting. To
compile this application, type make on an Athena Linux station. This should
produce an executable called a0. If there are error messages, contact the
TAs.
Once you’ve successfully built the executable, run it by typing ”./a0” at
the terminal. It should display a teapot. Yes, that’s all it does. It’s now your
job to make this application a bit more interesting by modifying the code.
2 Requirements
2.1 Color Changes
Add the ability to change the color of the displayed model. Right now, the
color is set to [0.5, 0.5,0.9] (RGB), which is a boring light blue. Your task is
to wire the c key to toggle through several other colors (feel free to choose
which colors you want). How do you handle keyboard events? Notice that,
when you press keys while the application is running, the console says something like this:
Unhandled key press h.
Unhandled key press e.
Unhandled key press l.
Unhandled key press l.
Unhandled key press o.
The code that prints these messages is in the keyboardFunc function. Modify the code to handle the c key appropriately. A reasonable way to do
this might be to have the c key increment some sort of global counter variable and then use that variable to select a color in the drawScene function.
Note that GLUT will not immediately redraw the scene after it has called
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keyboardFunc. The end of the function contains a call, glutPostRedisplay()
that updates the display.
2.2 Light Position Changes
Add the ability to change the position of the light. In the code, the light is
placed at [1.0,1.0,5.0]. Wire the arrow keys to change the position of the light.
More specifically, the left/right arrow keys should decrement/increment the
first value of the position by 0.5, and the up/down arrow keys should do the
same for the second value. This can be done quite similarly to the suggested
method for the previous requirement.
2.3 Mesh Loading and Display
Once you have completed the above requirements, we can move on to the
tough part: loading new objects. In the sample code, we have provided several 3D meshes in OBJ format. It is your job to write teh code to load and
display these files. OBJ files are a fairly standard format that can describe
all sorts of shapes, and you’ll be handling a subset of their functionality.
Let’s look at sphere.obj. It’s a big file, but it can be summarized as follows:
#This file uses …
…
v 0.148778 -0.987688 -0.048341
v 0.126558 -0.987688 -0.091950
…
vn 0.252280 -0.951063 -0.178420
vn 0.295068 -0.951063 -0.091728
…
f 22/23/1 21/22/2 2/2/3
f 1/1/4 2/2/3 21/22/2
…
Each line of this file starts with a token followed by some arguments.
The lines that start with v define vertices, the lines that start with vn define
normals, and the lines that start with f define f aces. There are other types
of lines, and your code should ignore these.
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Your first task is to read in all of the vertices (”v”) into an array (vecv)
(or any other data structure that allows you to quickly reference the ith element). Then, do the same for the normals (”vn), loading them into another
array (vecn).
Understanding the faces (”f”) is a little more difficult. Each face is defined using nine numbers in the following format: a/b/c d/e/f g/h/i. This
defines a face with three vertices with indices a,d, g and respective normals
c, f, and i (you can ignore b, e, and h for this assignment). The general OBJ
format allows faces with an arbitrary number of vertices; you’ll just have to
handle triangles.
So let’s say you have the vertices and normals stored in vecv and vecn.
Then you’d draw the aforementioned triangle using the following code:
glBegin(GL_TRIANGLES);
glNormal3d(vecn[c-1][0], vecn[c-1][1], vecn[c-1][2]);
glVertex3d(vecv[a-1][0], vecv[a-1][1], vecv[a-1][2]);
glNormal3d(vecn[f-1][0], vecn[f-1][1], vecn[f-1][2]);
glVertex3d(vecv[d-1][0], vecv[d-1][1], vecv[d-1][2]);
glNormal3d(vecn[i-1][0], vecn[i-1][1], vecn[i-1][2]);
glVertex3d(vecv[g-1][0], vecv[g-1][1], vecv[g-1][2]);
glEnd();
You may be wondering why there are all those minus-ones. It’s because
the faces index vertices and normals from 1, and C/C++ indexes from 0. If
you have this implemented, the rest is fairly straightforward: you just have
to loop over all teh faces to draw the complete mesh.
In main.cpp, vecv is defined as an STL vector of Vectof3fs. An STL vector is simply a list of arbitrary objects. In this case, it is a list of Vector3f
objects.
vector
To add a new entry to this array, use push back:
vecv.push back(Vector3f(0,0,0));
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There are several ways to iterate over an STL vector. Here’s an example
of using indices (if you’re interested in learning more about STL, check out
the documentation at http://www.sgi.com/tech/stl/):
for(unsigned int i=0; i < vecv.size(); i++) {
Vec3d &v = vecv[i];
//do something with v[0], v[1], v[2]
}
Please also keep in mind that you’ll need another array to store the faces
(perhaps vecf). It may be tempting to try to draw them as they are read
from the OBJ, but OpenGL requires you to redraw the model whenever
the window is obstructed or resized (and also when you change the color or
lightning).
Your final executable should take the OBJ files via standard input:
./a0 < sphere.obj
The ”<” operator will put the contents of sphere.obj into the ”standard
input” stream. This stream can be accessed using the cin object. For example, to read a single line of data from the stream (all characters up to the
next newline):
char buffer[MAX_BUFFER_SIZE];
cin.getline(buffer, MAX_BUFFER_SIZE);
cin.getline will return zero at the end of the file. You can use this fact to
step through each line in the file. Once you get have an array of characters
(the text from a single line of the file), you can parse it using a stringstream
object. Create a stringstream object from an array of chacters (buffer) as
follows:
stringstream ss(buffer);
Now that you have a stringstream object, you can read tokens (separated
by spaces) from the buffer in order by using the ”>>” operator. For example,
given the input string ”v 1.0 1.1 1.2”, in the following code:
Vector3f v;
string s;
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ss >> s;
ss >> v[0] >> v[1] >> v[2];
will put the value ”v” into s, and load the values 1.0, 1.1, and 1.2 into
v[0], v[1], and v[2]. Note that you can compare the string objects to constant
strings using the regular ”==” operator.
if (s== “v”) {
//do something
}
Make sure that you’re able to load and view the three provided files without crashing; these are the only three files we’ll test your program on.
You may want to run the provided sample solution a0soln to get an idea of
how your application should work (run .a0soln < garg.obj and read the
console output for usage instructions).
3 Extra Credit
Here are some ideas (sorted roughly by increasing level of difficulty) that
might spice up your project. The amount of extra credit given will depend
on the difficultly of the task and the quality of your implementation. In
addition, feel free to suggest your own extra credit ideas! Just because it’s
not on this list doesn’t mean we won’t give you some extra points (although
if it’s a big addition, make sure you run it by the course staff first just to
make sure).
Easy
• The sample solution (a0soln) lets you hit r to spin the model. Implement this functionality in your code (look up glutTimerFunc).
• Display the model using OpenGL display lists or vertex buffer objects
for higher performance rendering.
• Modify the code so that the c key smoothly transitions between different colors (rather than just toggling it).
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This course makes use of Athena, MIT's UNIX-based computing environment. OCW does not provide access to this environment.
Medium
• Implement a mouse-based camera control to allow the user to rotate
and zoom in on the object. Credit will vary depending on the quality
of the implementation.
Hard
• Large meshes are quite difficult to draw and process. For interactive
applications, such as video games, it’s often desirable to simplify meshes
as much as possible without sacrificing too much quality. Implement
a mesh simplification method, such as the one described in Surface
Simplification Using Quadric Error Metrics (Garland and Heckbert,
SIGGRAPH 97).
4 Submission
As a final step, write a README.txt that answers the following questions:
• How do you compile and run your code? Provide instructions for
Athena Linux. Don’t tell us to open up a project in Microsoft Visual
Studio.
• Did you collaborate with anyone in the class? If so, let us know who
you talked to and what sort of help you gave or received.
• Were there any references (books, papers, websites, etc.) that you
found particularly helpful for completing your assignment? Please provide a list.
• Are there any known problems with your code? If so, please provide
a list and, if possible, describe what you think the cause is and how
you might fix them if you had more time or motivation. This is very
important, as we’re much more likely to assign partial credit if you help
us understand what’s going on.
• Did you do any extra credit? If so, let us know how to use the additional
features. If there was a substantial amount of work involved, describe
what and how you did it.
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• Got any comments about this assignment that you’d like to share? Was
it too long? Too hard? were the requirements unclear? Did you have
fun, or did you hate it? Did you learn something, or was it a total
waste of your time? Feel free to be brutally honest; we promise we
won’t take it personally.
Submit the following online
• Your code (probably just main.cpp for this assignment).
• A compiled executable built from your code name a0.
• The aforementioned README.txt file.
• Any additional files necessary to run your program.
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MIT OpenCourseWare
http://ocw.mit.edu
6.837 Computer Graphics
)DOO201
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