The fastest animal on land is the cheetah, capable of reaching top speeds of 104 kilometers per hour [64.6 miles per hour]. In the water, the fastest animals are yellowfin tuna and wahoo, which can reach speeds of 75 and 77 km per hour [47.8 and 46.6 mph] respectively. In the air, the title of the fastest level flight (excluding diving) goes to the white-throated needletail swift, at more than 112 km per hour [69.6 mph].
What do all of these speedy creatures have in common? None of them are particularly big, nor particularly small for the group of animals they represent. In fact, they are all intermediate-sized.
The reason for this is a bit of a mystery. As animals increase in mass, several biological features change as well. For example, in general, leg length steadily increases. But clearly, long legs are not the answer, since the largest land animals, like elephants, are not the fastest.
But my colleagues and I have taken a key step toward solving this mystery. By using a scaleable, virtual model of the human body, we were able to explore the movement of the limbs and muscles, find out what limits speed, and gain important insights into the evolution of the human form over thousands of years.
From a mouse-sized human to a giant
Since the early 2000s, scientists have been building OpenSim — a freely available virtual model of the human body, complete with all its bones, muscles, and tendons.
This model has been used in various scientific studies to understand human movement, explore exercise science, and help model the effects of surgery on soft tissues.
In 2019, a group of Belgian researchers took this one step further and built a physics-based simulation using OpenSim. Rather than telling the model how to move, they asked it to move forward at a certain speed. The model then figured out which combinations of muscles to activate so it could walk or run at the prescribed speed.
But what if we took this even further and scaled the model down to the size of a mouse? Or what if we scaled the model up to the size of an elephant? Then we could see which models could run — and how fast.
This is exactly what my team did. We took the standard human model (75 kg) and made smaller and smaller models down to 100 grams. We also made the models bigger, up to 2,000 kg, and challenged them to run as fast as they could.
Getting the mass just right
Several fascinating things happened when we did this.
First, the 2,000 kg model couldn’t move. Nor could the 1,000 kg model. In fact, the largest model that could move was 900 kg, suggesting an upper limit to the human form. Beyond this size, we need to change shape in order to move.
We also found that the fastest model was not the biggest or smallest. Instead, it was around 47 kg, a similar weight to an average cheetah. Crucially, we could look under the hood and see why this was so.
The curve that explains the shape of the maximum running speed with mass is the same shape as the curve that explains the maximum ground force with mass. This makes sense: To move faster, you need to push off the ground harder.
So why couldn’t larger models push harder off the ground? It appeared the larger models were limited by their muscles.
A muscle’s ability to produce force depends on the cross-sectional area of that muscle. And as animals increase in size, the mass of their muscles gets bigger faster than their cross-sectional area.
This means the muscles of larger animals are relatively weaker. The muscles begin to “max out” above the max speed — and so the model has to slow down.
At the other end of the spectrum, the miniature models have relatively stronger muscles, but have a problem with gravity. They are just too light. They try to push on the ground to produce a large force, but this just causes their body to leave the ground earlier.
To try to produce more force on the ground, they crouch their limbs, just like mice or cats do. This allows them to stay on the ground longer, and so produce more force, just like you might when doing a standing jump. But this takes time. And the longer you take to produce force, the slower your stride will be, and you still won’t run faster.
So a trade-off between ground force and stride frequency begins, and it doesn’t end until you reach the intermediate size, where your mass is just right.
As fast as we will get
What might all of this say about human evolution?
We know throughout history that the size of modern humans and extinct human species — a collective group known as “hominins” — has varied significantly, from the roughly 30 kg Australopithecus afarensis that existed roughly 3.5 million years ago, to the roughly 80 kg Homo erectus from nearly 2 million years ago.
So generally, body mass has tended to increase — and presumably, so too has our running speed. Homo naledi, which existed around 300,000 years ago and weighed around 37 kg, and Homo floresiensis, which existed around 50,000 years ago and weighed around 27 kg, must have had to sacrifice some speed for their small size.
The average body mass of modern adult humans is around 62kg — a little heavier than the 47 kg peak weight that our modeling found, but still close to that ideal size.
Interestingly, many of our fastest long-distance runners, such as Eliud Kipchoge, weigh around 50 kg.
So based on our new research, we now know humans today are about as fast as we will get — without significant changes to our muscular form.
Christofer Clemente, Assistant Professor in Evolutionary Biomechanics, University of the Sunshine Coast
This article is republished from The Conversation under a Creative Commons license. Read the original article.
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