@ThinkTwiceLtu
  @ThinkTwiceLtu
Think Twice | Double pendulum | Chaos | Butterfly effect | Computer simulation @ThinkTwiceLtu | Uploaded September 2017 | Updated October 2024, 1 day ago.
A system is considered chaotic if it is highly sensitive on the initial conditions.

If a system is chaotic it doesn't mean that it is random. A chaotic system is completely deterministic. Given enough time and precise initial conditions of the system it would be possible to calculate precisely, how it will evolve.

Given enough time, two identical setups, set to initial conditions that are as identical as possible, will look entirely different.
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Support my animations on:

patreon.com/Think_twice

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Any further questions or ideas:

Email - thinktwiceask@gmail.com

Twitter - twitter.com/thinktwice2580

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Overall render time: ~ 45 hours

Programs used:

- Cinema 4D (3D animation)

- Adobe Premiere Pro (Editing)

- Adobe Animate (Thumbnail)

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Music:

Hvetter:

youtube.com/watch?v=fDx2FbqKjFI

Sound Cloud:

soundcloud.com/hvetter-1
Double pendulum | Chaos | Butterfly effect | Computer simulationArithmetic mean vs Geometric mean | inequality among means |  visual proofNicomachuss theorem | Visualisation | 3-D animation |Four squares with constant area | Visual Proof | Squaring the segments |Pythagorean theorem | 3 Visual Proofs |Alternating series #2 | Visual solution |Generating Conic Sections with Circles | Part 1. The EllipseFitting a Cube Through a Copy of Itself | Ruperts Cube |Geometry: Vivianis theorem | Visualization + Proof |The Fermat Point of a Triangle | Geometric construction + Proof |

Double pendulum | Chaos | Butterfly effect | Computer simulation @ThinkTwiceLtu

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