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Wooster Physics

http://www.wooster.edu/physics

Fast Sandpile

Updated at May 29, 2009 By Wooster Physics
Fast Sandpile is a faster version of the sandpile cellular automaton, featuring speedy bitmap graphics. It creates a bitmap image and combines it into a view on-screen for a quicker visual display.
322

Duffing Fixed

Updated at May 30, 2009 By Wooster Physics
Duffing Fixed is a software implementing a cellular automaton that animates the motion of the nonlinear Duffing equation in a static window, simulating phase space trajectories.
344

Duffing Resizable

Updated at May 30, 2009 By Wooster Physics
This software offers an enhanced version of the Duffing fixed cellular automaton with improved graphics. It operates similarly, but with updated visuals for an improved user experience.
356

Duffing Archive

Updated at May 30, 2009 By Wooster Physics
This software is a cellular automaton that can save data to a text file while running in screen saver mode. It provides an automatic backup solution for users who want to archive data without any manual input.
365

Chaotic Light Scattering

Updated at September 11, 2009 By Wooster Physics
Create a mesmerizing infinite hall of mirror effect with Chaotic Light Scattering. This software involves stacking 4 reflecting globes resembling cannon balls to produce a chaotic and captivating visual experience.
335

Slow Sandpile

Updated at May 29, 2009 By Wooster Physics
This software features a straightforward sandpile cellular automaton and showcases the essentials of an interactive Cocoa app. It includes animation and can export the animation snapshot as a PDF file.
337

Chaotic Flows

Updated at June 2, 2009 By Wooster Physics
The software, Chaotic Flows allows users to easily explore four popular models of nonlinear dynamics including Rössler, Lorenz, Chua, and Duffing differential equations. It provides an interactive platform for studying the dynamics of chaotic systems.
443

C-Ball

Updated at June 2, 2009 By Wooster Physics
Experience the unruly movements of a bouncing ball through dynamic simulations.
360
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