Image:Lorenz system r28 s10 b2-6666.png

For higher resolution unpixellated image, see plot of Lorenz attractor in SVG vector format.

en: An icon of chaos theory - the Lorenz atractor.

Projection of trajectory of Lorenz system in phase space with "canonical" values of parameters r=28, σ = 10, b = 8/3 (or 2.666667) and integration timestep 0.001.

Computed in Fractint by Wikimol (25.5.2005)

This file has been released into the public domain by the copyright holder, its copyright has expired, or it is ineligible for copyright. This applies worldwide.

Note: This tag is obsolete! Don't use this generic template - please use instead: {{PD-old}} (for works out of copyright where the author has been dead for over 70 years), {{PD-Art}} (for photos of old paintings and art out of copyright), {{PD-ineligible}} (for trivial work), {{PD-USGov}} (for work by the U.S. federal government), {{PD-self}} (if the uploader and creator releases the rights), {{PD-user|user}} (if another user released his/her rights), or {{Copyrighted free use}}. use {{PD-user-w|projectcode|projectname|username}} for users with no account on Commons. {{PD-author|Author's name}} - for works released into the public domain by non-Wikimedia users. If the work is PD for another reason, check the copyright tag page or use {{PD-because|reason}}. العربية | česky | Deutsch | English | Español | Türkçe | Français | हिन्दी | Italiano | 日本語 | Norsk (nynorsk) | Português | Русский | po slovensky | slovenščina | Српски | Polski | 简体中文 | +/-