Journey to the moon and to the sun on the Koch Curve

ABSTRACT

The article shows that even a small number of iterations give a very large length of the Koch Curve. The overall purpose of this work is to show that even a small number of iterations can give a very complex fractal structure. In this case it is the very big length of Koch's curve. As examples, the distance from the Earth to the Moon and from the Earth to the Sun was compared to the length of the Koch curve.

KEYWORDS:

• Iteration
• Koch Curve
• fractal

2010 MATHEMATICS SUBJECT CLASSIFICATIONS:

• 28A80
• 37F40
• 37Gxx

Disclosure statement

No potential conflict of interest was reported by the author.