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| Description |
English: Finite segment of a trajectory of Lorenz's equations, computed by numerical integration and rendered as a metal wire. Parameter values are classical. Conical beads indicate the direction of travel. The black hemisphere marks the origin, and directions of the x and y axes are as indicated. The base of each axis triangle is 20 units from the origin. The z axis points upward; the highest point on the wire is approximately 45 units above the x-y plane. The shadow is cast by a spotlight high on the z axis.
Adapted from an image I produced for my Ph.D. thesis.
Numerical integration is explicit Euler. The scene was rendered using POV-RAY.
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| Source |
Transferred from en.wikipedia
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| Date |
2006-10-13 (original upload date)
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| Author |
Original uploader was Mrubel at en.wikipedia
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Permission
(Reusing this image) |
CC-BY-2.5; GFDL-WITH-DISCLAIMERS; Released under the GNU Free Documentation License.
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[edit] License information
[edit] Original upload log
The original description page is/was here. All following user names refer to en.wikipedia.
- 2006-10-13 18:16 Mrubel 1920×1440×8 (418803 bytes) Finite segment of a trajectory of Lorenz's equations, computed by numerical integration and rendered as a metal wire. Parameter values are classical. Conical beads indicate the direction of travel. The black hemisphere marks the origin, and directions
File history
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| Date/Time | Dimensions | User | Comment |
| current | 23:41, 14 May 2008 | 1,920×1,440 (409 KB) | File Upload Bot (Magnus Manske) | |
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