When people think of bees, they oftentimes think of huge,
potentially terrifying, swarms
of bees. They think of a hive, coated in bees, that is a roiling mass of bees
that works as a unit. These swarms are usually the work of honeybees.
But what many people don’t realize is that there are many other species of bees,
some of which live in small colonies but most of which are actually solitary.
Thus, it is clear that these small colonies or even solitary species can
survive just fine in many different environments. So, why do honeybees have
such large colonies of up to 60,000 bees in captivity?
One aspect of honeybees that is unique relative to other
species of bees is the complexity of their communication system. Honeybees use
an amazing waggle dance communication system that allows them to relay the
spatial location and quality of resources around the hive. Thus a natural
question is: is the size of honeybee colonies connected to the waggle dance? In
other words, is the benefit of communication greater for larger honeybee
colonies than in smaller colonies? If this were the case, it would mean that
larger colonies would be able to forage more efficiently and thus collect more
nectar per forager.
This was the question I set out to
answer in my senior thesis project this past year. A previous simulation study had shown that colony size did not affect the benefit of
communication, but a subsequent empirical
study revealed that in the particular
environments tested, communication was actually more beneficial for larger
colonies than smaller colonies. Thus, I designed a simulation in NetLogo that was
identical to this original simulation, except that resources in the
environment had different qualities, which modeled differences in the sugar concentration of flower nectar. In my simulation I had little yellow bee figures roaming around on my computer screen looking
for little green resource dots.
Development of this model was a long and arduous process,
but ultimately a very rewarding one. It gave me a great appreciation for GitHub and its revert
feature which allowed me to go back to a previous version of my code. I
needed to measure the foraging success of honeybees under many different conditions,
and thus a set of simulation runs took around two whole days to run. Luckily,
this gave me lots of time to work on my final thesis report so I wasn’t working
on it the hour before it was due (hah-if only). However, eventually I worked
through all of the technical bugs, so then the real bugs could do their thing.
Now in the above figure, we have the main results of my
project, and I will get into a bit more of the technical jargon with terms and
what the results actually mean. On the y-axis we have the amount of energy that
was collected per forager, while on the x-axis we have a variety of different
environments. An R value
(resource distribution) close to 1.0 means that the resources are evenly
distributed, while as the R value decreases, the resources get clumpier and
closer together. ‘Comm’ defines whether communication was used by the colony,
and ‘Pop’ is the size of the colony.
Using fixed-effects linear models and ANOVA tests, we found
larger colonies collected significantly less energy per bee than smaller
colonies, while colonies that used communication collected significantly more
energy per bee than colonies that did not communicate. However, we also found
that colony size did not significantly change how communication affected the
log of the energy collected per bee, and there was no three-way interaction
effect between colony size, communication, and environment. Thus, the benefit
of communication was not greater for larger colonies than smaller colonies.
These results suggest that this simulation, like the
previous simulation, did not capture the environmental factor or factors that
cause communication to be more valuable for larger colonies in certain
environments. While this was definitely disappointing, I’m very excited about
the progress made in this model, and potential future uses. A hypothetical
future thesis student could make small modifications to this model, run the
same simulations, and then analyze the results to see if the benefit of
communication changed with colony size. If it did, then it would mean that they
had found an environment in which communication was more beneficial for larger
colonies, and they could do further tests to determine what specific aspects of
the environment made communication more beneficial for larger colonies. One
potential environmental factor, which I didn’t have time to incorporate in this
model, is ephemerality.
If resources disappear quickly, then larger colonies might be able to quickly
focus on a profitable resource before it disappeared. Understanding which environmental
factors affect the benefit communication for honeybee colonies is crucial to
understanding the evolutionary history of honeybees, and thus a worthy and
important piece of knowledge to pursue.
Media Credit:
Honeybee image, photo by Matina
Donaldson-Matasci:
https://www.flickr.com/photos/matina_c/26426462750/in/album-72157665354218234/
Further Reading:
Donaldson-Matasci MC, DeGrandi-Hoffman G, Dornhaus A (2013)
Bigger is better: honeybee colonies as distributed information-gathering systems.
Anim Behav 85: 585–592.
http://dx.doi.org/10.1016/j.anbehav.2012.12.020
(Nature Research Highlight)
Dornhaus A, Klugl F, Oechslein C, Puppe F, Chittka L (2006)
Benefits of recruitment in honey bees: effects of ecology and colony size in an individual-based model.
Behav Ecol 17: 336–344.
http://beheco.oxfordjournals.org/cgi/content/abstract/17/3/336
Further Reading:
Donaldson-Matasci MC, DeGrandi-Hoffman G, Dornhaus A (2013)
Bigger is better: honeybee colonies as distributed information-gathering systems.
Anim Behav 85: 585–592.
http://dx.doi.org/10.1016/j.anbehav.2012.12.020
(Nature Research Highlight)
Dornhaus A, Klugl F, Oechslein C, Puppe F, Chittka L (2006)
Benefits of recruitment in honey bees: effects of ecology and colony size in an individual-based model.
Behav Ecol 17: 336–344.
http://beheco.oxfordjournals.org/cgi/content/abstract/17/3/336



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