It’s well known that Apis mellifera – i.e. honey bees, build wax combs which are used for storing honey and rearing larvae. But why do honey bees use hexagons?
Here is a short video:
Firstly, it should be said that much effort is required
for bees to make honeycombs. Wax is
first secreted by young bees, and carefully constructed into perfectly uniform
hexagonal-shaped wax cells by many worker bees.
Many individual cells must be made in order to have sufficient comb for storing
honey. Honey is the bees’ natural food
source, eaten by colonies during the winter months when there are insufficient
flowers from which to feed. It is also
worth mentioning that some of the hexagonal wax cells will actually be used for
rearing their young (and these are called brood cells).
Why are the cells hexagon shaped, rather than say, round, triangular, or even square?
By ensuring that all cells are identical and with uniform, straight edges, then
the cells fit perfectly, neatly and tight together. Gaps are minimized, meaning that no vital
space is wasted, and (with the exception of outer cells) each individual cell
shares its walls with its neighbour. All
this means that bees are able to produce the maximum number of cells with the
amount of wax used.
Additionally, it should be remembered that the whole honey bee colony operates as a super organism, and the survival of the whole colony depends upon the proper functioning of each of the parts, so it would surely seem more efficient for bees to be working to produce identical cells which fit together.
This question of why bees use hexagons instead of other shapes, caught the attention of a Roman scholar over 2000 years ago, in 36BC. The scholar, whose name was Marcus Terentius Varro, proposed that hexagons hold more honey than other shapes because they break up flat space into little units more economically, using less wax whilst doing so. In other words, hexagon honeycombs hold the most amount of honey while using the least amount of wax.
However, Varro did not set about actually proving his theory, and so it became known as “The Honeybee Conjecture”.
Then, in 1999, an American Scientist at the University of Michigan
called Thomas Hales, investigated, and produced mathematical proof that Varro
was right.
“The honeycomb conjecture states that a regular hexagonal grid or honeycomb is the best way to divide a surface into regions of equal area with the least total perimeter.”
If you are scientifically and mathematically minded, you can take a look at the paper he produced here (opens a new window).
It's no secret that the efficiency of the hexagon shaped honeycomb created by the humble but amazing honey bee has inspired humans in the creation of buildings, transportation and storage. However, the hexagon structure of the honeycomb is also used in mechanical and chemical engineering, biomedicine and nanofabrication (which is used in computing, medical and aerospace industries). Honeycomb structure has even been designed into snowboards!
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