How come when you drop a totally untangled cord and then pick it up two seconds later it always transformed itself to the Gordian knot?

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For example earphones.

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3 Answers

Anonymous 0 Comments

This had been observed for many years – but never described as a scientific phenomenon until about a decade ago. So this is relatively new knowledge for humans!

Raymer & Smiith wrote in *Spontaneous knotting of an agitated string* (PNAS October 16, 2007 104 (42) 16432-16437):

* A average string (diameter 3mm) of length less than 46 cm (or 1.5 feet) will *almost never* tangle itself up, even if you put it in a sealed box and shake it for an hour
* The stiffer your string, the less likely a knot; headphone wires, for instance, are less likely to knot than a soft string, but more likely than thicker steel wire.
* The longer your string, the higher the probability of a knot… but it tapers off quickly at around 50% (under their conditions)! Longer strings do *not* always mean higher chance of knotting.
* The knotting happens because a knot-forming crossing is roughly as likely to happen as a knot-undoing crossing; but if a string is coiled (and thus touches itself in many places), there are *multiple chances* for a knot to form, and it’s very likely that at least one will occur.

Anonymous 0 Comments

One of the laws of nature. An untangled string will always become tangled (tied). Whereas a tangled (tied) string will always untie itself. In science this is known as “string theory”.

Anonymous 0 Comments

Probability. Think about how many millions of configurations a set of headphone cords can take. Now realize that only one of those configurations is untangled.