attractor_ode_test

attractor_ode_test a MATLAB code which calls attractor_ode(), which sets up and solves several systems of ordinary differential equations (ODE) which have chaotic behavior and an attractor, with the Lorenz ODE being a classic example.

Licensing:

The computer code and data files described and made available on this web page are distributed under the MIT license

Related Data and Programs:

attractor_ode, a MATLAB code which sets up and solves several systems of ordinary differential equations (ODE) which have chaotic behavior and an attractor, with the Lorenz ODE being a classic example.

Source Code:

• attractor_ode_test.m, calls all the tests.
• attractor_ode_test.sh, runs all the tests.
• attractor_ode_test.txt, the output file.

• anishchenko_ode23.m, uses ode23() to solve the Anishchenko ODE.
• anishchenko_ode23.png, the graphics file.
• arneodo_ode23.m, uses ode23() to solve the Arneodo ODE.
• arneodo_ode23.png, the graphics file.
• autocatalytic_ode23.m, uses ode23() to solve the autocatalytic ODE.
• autocatalytic_ode23.png, the graphics file.
• chen_ode23.m, uses ode23() to solve the Chen ODE.
• chen_ode23.png, the graphics file.
• henon_heiles_ode23.m, uses ode23() to solve the Henon Heiles ODE.
• henon_heiles_ode23.png, the graphics file.
• langford_ode23.m, uses ode23() to solve the Langford ODE.
• langford_ode23.png, the graphics file.
• lorenz_ode23.m, uses ode23() to solve the Lorenz ODE.
• lorenz_ode23.png, the graphics file.
• roessler_ode23.m, uses ode23() to solve the Roessler ODE.
• roessler_ode23.png, the graphics file.