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Symmetry breaking of escaping ants
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Symmetry breaking of escaping ants : ウィキペディア英語版
Symmetry breaking of escaping ants

Symmetry breaking of escaping ants is a phenomenon that happens when ants are constrained into a cell with two equivalent exits, and perturbed with an insect repellent. Contrary to intuition, ants tend to use one door more than the other in average (i.e., a there is a symmetry breaking in the escape behavior), so they crowd on one of the doors, which decreases the evacuation efficiency.
==Description==

The symmetry breaking phenomenon arises in experiments described
as follows. Worker ants freshly collected from the field
are enclosed into a circular cell with a glass
cover in such a way that they can only move in two dimensions (i.e.,
ants cannot pass over each other). The cell has two exits located symmetrically
relative to its center. We will describe first a "reference" experiment,
and then the one were the "escape symmetry" is broken.
In the reference experiment, both doors are opened at the same time,
and let the ants escape. If the experiment is realized many times, in average
we see that approximately the same number of ants use the left and the
right doors. In this experiment the escape symmetry is not broken.
The second experiment involves a further step before
opening the doors: an insect repellent fluid is poured into the cell
at its center through a small hole in the glass cover. As a result, ants
get very excited. So, we might say that they are "in panic". If the experiment
is realized many times, we see that the number of ants escaping by one of the doors
(which can be randomly either the left one or the right ones) is significantly higher
that the number of ants escaping by the other one, i.e., the escape symmetry
is broken. The crowding of ants at one of the doors while the other one
may be eventually free results in an inefficient evacuation in terms of
time.
It is also interesting to see whether and how density of a group influence that symmetry
breaking in escaping ants. Geng Li and coworkers from Beijing Normal University used
Red imported fire ant (''Solenopsis invicta'') to repeat the experiment mentioned above
with different total number of ants. The result shows that the symmetry breaking
increases at low density but decreases after a peak.That is to say, when density is low,
the ant group produces collective escaping behavior while at high density, ant group behaves
more like random particles.


抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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