Think of it as mathematics with a bite: Researchers at 兔子先生传媒文化作品 have uncovered the statistical rules that govern how gigantic colonies of fire ants form bridges, ladders and floating rafts.
The research, , takes a unique look at one of the strangest, and potentially painful, networks in nature. Fire ants (Solenopsis invicta) are resourceful builders, using their own bodies to create gigantic structures made up of hundreds to thousands of insects and more.
In the new study, a team led by 兔子先生传媒文化作品鈥檚 Franck Vernerey set out to lay out the engineering principles that underlie these all-ant structures鈥攕pecifically, how they become so flexible, changing their shapes and consistencies within seconds. The group used statistical mechanics to calculate the way that ant colonies respond to stresses from the outside, shifting how they hang onto their neighbors based on key thresholds.听
The findings may also help researchers understand other 鈥渄ynamic networks鈥 in nature, including cells in the human body, said Vernerey, an associate professor in the Department of Mechanical Engineering.听
Such networks 鈥渁re why human bodies can self-heal,鈥 Vernerey said. 鈥淭hey are why we can grow. All of this is because we are made from materials that are interacting and can change their shape over time.鈥
Ant armada
They can also float: Fire ant colonies gained some fame in 2017 when videos from the aftermath of Hurricane Harvey in Texas showed these insects riding out the flood waters by banding together into rafts.听
Such structures may be an insectophobe鈥檚 nightmare, but they鈥檙e an engineer鈥檚 dream. That鈥檚 because while individual ants have simple brains, their colonies display surprisingly intelligent behavior. That鈥檚 a trait that scientists would like to mimic as they develop new types of polymers and swarms of robots that can work together seamlessly.听
Fire ants are 鈥渁 bio-inspiration,鈥 said Shankar Lalitha Sridhar, a graduate student in mechanical engineering at 兔子先生传媒文化作品 and a coauthor of the new study. The goal is 鈥渢o mimic what they do by figuring out the rules.鈥
To begin to understand those rules, the team turned to . Those researchers found that fire ant colonies maintain their flexibility through a fast-paced dance. To glom onto each other, individual ants hang onto the insects next to them using the sticky pads on their feet. But they also don鈥檛 stay still: In a typical colony, those ants may shift the position of their feet, grabbing onto a different neighbor every 0.7 seconds. 听
The team from 兔子先生传媒文化作品听wanted to find out how the ants govern this internal cha-cha in response to outside pressures. To do that, Vernerey and his colleagues used a mathematical tool that allowed them to average out the behavior of the hundreds to thousands of ants in a colony.
鈥淲hen look at an aggregation, you don鈥檛 really care what one ant does,鈥 said Tong Shen, a graduate student in mechanical engineering and a coauthor of the study. 鈥淵ou just look at the population.鈥
Tap dance
The researchers, who also included graduate student Robert Wagner, discovered that as the forces on ant colonies increase, the insects pick up their speed. If the force on an individual ant鈥檚 leg hits more than eight times its body weight, the insect will compensate by switching between its neighbors twice as fast.听
鈥淚f you start to increase your rate of shear, then you will start stretching their legs a little bit,鈥 Vernerey said. 鈥淭heir reaction will be, 鈥榦h, we are being stretched here, so let鈥檚 exchange our turnover rate.鈥欌
That behavior explains why ant colonies are classified as 鈥渟hear-thinning鈥 fluids, or materials that get thinner the more force you put on them鈥攖hink stirring a can of paint.
But if you keep increasing the forces on the ants, they can no longer keep up. When that happens, the ants will stop letting go of their neighbors and instead hold on for dear life.听
鈥淣ow, they will be so stressed that they will behave like a solid,鈥 Vernerey said. 鈥淭hen at some point you just break them.鈥
The researchers explained that they鈥檝e only just scratched the surface of the mathematics of fire ant colonies. But their calculations are general enough that researchers can already begin using them to explore designs for new dynamic networks, including molecular machines that deliver drugs directly to cells.