| The von Koch demonstration allows the user to build a von Koch curve and observe the length and area change. The curve is a fractal with a nonlinear dimension like many chaotic system. |
| Go to von Koch curve. |
| The Lorenz demonstration solves the Lorenz equations, which can describe a chaotic system, for parameters set by the user. It also calculates Lyapunov exponents and dimensions. |
| Go to Lorenz Solver. |
| The Kuramoto-Sivashinsky (KS) equation is a one-dimensionally spatially extended model that can exhibit spatiotemporal chaos under certain conditions. |
| Go to KS Solver. |
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| Source code. |