Sign up to save your podcasts
Or
Share The Relationship Between Chaos, Fractal and Physics
Share to email
Share to Facebook
Share to X
Share to email
Share to Facebook
Share to X
Or
The Relationship Between Chaos, Fractal and Physics
https://3speak.tv/watch?v=singularity.zero/kfnbrqcm
Interesting video I wanted to share!
From the original upload:
Motions in chaotic behavor is based on nonlinearity of the
mechnical systems.
However, chaos is not a random motion. As you have seen, the
motion can be described with a specific nested structure, which is
called fractal.
Such physical systems are analyzed with the dynamical system,
Lyapunov exponent, time series, Fourier transformation, and other
statistical methods.
The part of this video clip is from "Fractals."
Presented by Hirophysics.com.
Please visit Physics Help Website, http://institute.hirophysics.com/
View all episodes
https://3speak.tv/watch?v=singularity.zero/kfnbrqcm
Interesting video I wanted to share!
From the original upload:
Motions in chaotic behavor is based on nonlinearity of the
mechnical systems.
However, chaos is not a random motion. As you have seen, the
motion can be described with a specific nested structure, which is
called fractal.
Such physical systems are analyzed with the dynamical system,
Lyapunov exponent, time series, Fourier transformation, and other
statistical methods.
The part of this video clip is from "Fractals."
Presented by Hirophysics.com.
Please visit Physics Help Website, http://institute.hirophysics.com/