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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haha awesome! i have a new account at http://scratch.mit.edu/users/el1inas91, check it out and let me know what you think of my projects
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This is nice! How old are you? I get this 'cause right now, I'm learnin' Graph Algebra, and about Lorenz...
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This is much better than your other one
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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.
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Hey Cathiar what is the purpose of the z intersect?
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I think its depth right? Correct me if I'm wrong
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Hey Canthiar please check out my ultra dot game (link to project) because I would like to know what you think of it! :)
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chalkmarrow, building the initial matrix is slow, but after that it's fairly fast.
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I changed the rotation to be around the x-axis instead of the y-axis since it shows off the butterfly shape better.
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Yes it does.
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math rules!
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omg great job! I'm really looking forward to figuring out how you were able to do this without sacrificing execution speed. nicely done.
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