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The Engineers Post
The Engineers Post
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_attractor-fun-in-houdini.webp "A continuous dynamical system can be described by a set of differential equations. The state of the system can then be represented as a set of points in the phase space. As we solve the system from an initial position we see more and more points (states) appear and we can observe how it evolves through time. Some of these systems have almost perfect periodic behavior but keep varying chaotically around certain areas. These are strange attractors.nnWe solve for the solutions of these equations wi")
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