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Download the 5 sprites and 15 scripts of "Lorenz Attractor" and open it in Scratch Project Notes
Lorenz Attractor -- A chaotic 3-dimensional structure related to a set of three nonlinear differential equations associated with fluid dynamics. Plus it's cool to watch. This is a 2-D projection on the x-y plane where color changes with time, and brightness changes with the z value. The Scale variable can be used to zoom in or out during drawing.
Based on chalkmarrow's project this adds 3D rotation.
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makes me dizzy
Wow. Good Book for you if you have not read it. A Short History of Nearly Everything by Bill Bryson.
Cool!
ingenious! there must have been alot of math (esp. trig) put into this. great work! do you know how to make physics engins?
cleaver.how did you make it?please don't say download,i don't understand complex stuff.....
haha awesome! i have a new account at http://scratch.mit.edu/users/el1inas91,">http://scratch.mit.edu/users/el1inas91, check it out and let me know what you think of my projects
I'm not sure if you're supposed to have 2 accounts...
(view all replies)This is nice! How old are you? I get this 'cause right now, I'm learnin' Graph Algebra, and about Lorenz...
This is much better than your other one
The X, Y, and Z labels show each axis. If you adjust the rotation variable then you will see the whole thing rotate in 3 dimensions.
Hey Cathiar what is the purpose of the z intersect?
I think its depth right? Correct me if I'm wrong
Hey Canthiar please check out my ultra dot game (link to project)">(作品链接) because I would like to know what you think of it! :)
chalkmarrow, building the initial matrix is slow, but after that it's fairly fast.
I changed the rotation to be around the x-axis instead of the y-axis since it shows off the butterfly shape better.
Yes it does.
math rules!
omg great job! I'm really looking forward to figuring out how you were able to do this without sacrificing execution speed. nicely done.