Bug?
08/07/06 19:56
It's come to my attention that in IE,
the Downloads page appears to be empty, but that if you select the
white space, the proper text appears. I haven't been able to
replicate (and hence fix) the issue, but the files are
there!!
Alternatively, you can download the files directly (Right click / Save As recommended) here: High Res (34 MB), Low Res (10 MB)
Alternatively, you can download the files directly (Right click / Save As recommended) here: High Res (34 MB), Low Res (10 MB)
Fractals Movies are Online!
08/02/06 11:21
I uploaded two versions of the UB2006
Fractals movie, a 640 by 480 high resolution version (34.5 MB), and
a 320 by 240 lower resolution version (10 MB, compatible with iPod
Video). Both are encoded with H264/AAC, which requires Apple's
Quicktime 7 (or above) player. VLC (Windows / OS X / Linux) will
also work. Click here to go to the Apple website to download
Quicktime.
Both versions are available on the downloads page.
Both versions are available on the downloads page.
Welcome to UB Families
07/24/06 10:27
Welcome to the Fractals website! There
isn't much to see just yet, but eventually all the movies and
images from the course will be placed here. Please bear with me, as
I'm studying for 3 Ph.D. qualifying exams, which happen in August.
In the mean time, you can send me an email, and I'll notify you
when the content is on the website. My email address is
colin-mckinney AT uiowa.edu . (Replace the word AT with the symbol
@. This helps me prevent SPAM). Please make the subject UB
Fractals.
Thanks,
-Colin
Thanks,
-Colin
Homework #2 (Assigned June 27, Due June 28)
06/27/06 17:33
I'm going to change the homework
assignment slightly.
Take the L-System (Axiom + Rule of Replacement) that you chose today in class, and make several pictures according to the following steps.
1. Open LSystems (in the Fractals folder) and input you Axiom and Angle. Make sure the iterations slider is on 1.
2. Push Render. This will render you Axiom state. You can change the color by clicking the color box to the left of the button called "Hide Rules"
3. Save a Snapshot of the axiom state as "yourfirstname-lsystem0" to your Homework directory.
4. Input the Rule of Replacement and click Render.
5. Save a snapshot of the 1st iteration as "yourfirstname-lsystem1" to your Homework directory.
6. Increase the iteration slider to 2.
7. Save a snapshot of the 2nd iteration as "yourfirstname-lsystem2" to your Homework directory.
8. Continue this process of increasing the iteration slider and saving snapshots until you have a snapshot named "yourfirstname-lsystem5". This will be the 5th iteration.
Tonight, I'm going to come to the Airport Lounge for two things: one, to help with any homework questions, and two, to do a little bit of extra teaching/tutoring on Lindenmayer systems. I think I confused some of you during class, so I've come up with a different way to explain it. We'll give it a shot tonight and continue with stuff tomorrow.
Take the L-System (Axiom + Rule of Replacement) that you chose today in class, and make several pictures according to the following steps.
1. Open LSystems (in the Fractals folder) and input you Axiom and Angle. Make sure the iterations slider is on 1.
2. Push Render. This will render you Axiom state. You can change the color by clicking the color box to the left of the button called "Hide Rules"
3. Save a Snapshot of the axiom state as "yourfirstname-lsystem0" to your Homework directory.
4. Input the Rule of Replacement and click Render.
5. Save a snapshot of the 1st iteration as "yourfirstname-lsystem1" to your Homework directory.
6. Increase the iteration slider to 2.
7. Save a snapshot of the 2nd iteration as "yourfirstname-lsystem2" to your Homework directory.
8. Continue this process of increasing the iteration slider and saving snapshots until you have a snapshot named "yourfirstname-lsystem5". This will be the 5th iteration.
Tonight, I'm going to come to the Airport Lounge for two things: one, to help with any homework questions, and two, to do a little bit of extra teaching/tutoring on Lindenmayer systems. I think I confused some of you during class, so I've come up with a different way to explain it. We'll give it a shot tonight and continue with stuff tomorrow.
Fractal Programs
06/20/06 21:08
I've added a ZIP archive of the
fractal programs for use in the course to the Downloads
page.
First Post!!
06/12/06 15:30
First Post!