Fractal Ripples

[AnadyaNair]

Summary:

Fractal ripples refer to a complex and self-replicating pattern of waves or disturbances that exhibit fractal characteristics. Fractals are mathematical and geometric patterns that repeat themselves at different scales, meaning that if you zoom in on a portion of the pattern, you will see a similar or identical pattern repeating at smaller scales.

In the context of ripples, such as those created when you drop a stone into a pond, fractal ripples would exhibit self-similar patterns as they propagate outward. This means that as the ripples move away from the point of impact, they create smaller ripples within the larger ones, and this pattern continues infinitely if you were to zoom in at any point along the way. This self-similarity is a hallmark of fractals.

Fractal ripples can also be generated in various physical and mathematical systems, including computer simulations and natural phenomena, such as turbulence in fluids. They are a fascinating area of study in mathematics and science, and they have applications in fields like chaos theory, fluid dynamics, and the modelling of natural patterns.

Further details are provided by Robert Fathauer.

Visualisation:

[shiffman]

This is really cool, thank you for sharing and suggesting!