Henon Attractor
Strange Attractor
Strange Attractor is an awesome space free shooting game. You are an intergalactic explorer. Your mission is to explore every new planet out there. On this particular mission you noticed some heavy alien activity. The word is that they might have
Lorenz Attractor Periodic Orbits v.1.0
Analyze a butterfly-like Lorenz attractor with this simulation.The butterfly-like Lorenz attractor is a simplified model of two-dimensional convective fluid flow and is one of the best known images of chaos.
Henon-Heiles Poincare Model v.1.0
Compute non-linear Henon-Heiles Hamiltonian solutions. Henon-Heiles Poincare model computes the solutions to the non-linear H non-Heiles Hamiltonian, which reads, (px2 + py2 + x 2 + y2) + x2y - y3/3.
Lorenz attractor v.1.0
Study non-linear ordinary differential equations. Lorenz attractor show the sensibility of simple non-linear ordinary differential equations to initial conditions. The simulation shows the evolution of two trajectories which differ initially only in
Duffing Attractor Model v.1.0
Analyze the non-linear Duffing equation with this tool. The Ejs Duffing Attractor model computes the solutions to the non-linear Duffing equation, which reads, x'' + 2 x' - x (1 - x2) = f cos( t), where each prime denotes a time derivative.
Attractor Explorer 3D v.1.1.1
Allows the exploration and rendering of 3D strange attractors on Mac OS X using the Cocoa API.
LorenzScreenSaver v.1.0
Experience the joy of fractals with this beautiful technicolor example of the Lorenz attractor.
IFS Lab
An interactive IFS Fractal generator focused on the "Collage Theorem", IFS Lab allows the user to sketch an approximate outline of the desired fractal, then cover it with transformed images of itself to build a collage. The transformed images can be
Chaoscope Batch Renderer v.0.3
Chaoscope is a 3D strange attractors rendering software. The program has also some useful features contained in a manual available on the web.
Phaser v.3.0
Phaser provides a powerful, yet inviting, computing environment specifically crafted for the graphical and numerical simulations of differential and difference equations, from linear to chaotic.