Thursday, September 18, 2014

The science behind swimming: From whales to larvae, common principles at work in swimming

The blue whale is the largest mammal on the planet, fish larvae are one of the smallest aquatic animals on the planet. The question is how do these two extremes both propel themselves through the same water. L. Mahadevan of the  Lola England de Valpine Professor of Applied Mathematics, of Organismic and Evolutionary Biology, and of Physics and her team used simple hydrodynamics to develop a handful of principles to govern how virtually every animal propels themselves through water. This what Mahadevan had to say "What we wanted to investigate was how the speed of an organism changes as a function of how large it is, how quickly it moves and how much it moves," "To resolve that in detail, however, is very complex, because there is a great deal of differences in morphology and what parts of the body different creatures use to swim. The question is: Is there anything in common across all these organisms? The answer, we found, is yes." Steering away from the traditional route which is to accurately characterize a group based on experiments and simulations the team decided that theres no need for that since they all swim in the same water.
 Next came the biology factor which led to an algebraic equation to account for 50 years of experiments. The variables were: input variables -- namely the size of the organism, the amount an organism moves and how quickly it moves -- control the output variable, which is effectively the speed at which it moves. What this showed was the relationship can be explained with two limits. The first, which corresponds to creatures moving at intermediate speeds, describes situations where the bulk of the resistance is caused by skin friction, because water "sticks" to the organism's body. At faster speeds, Mahadevan said, the resistance organisms face largely comes from pressure that builds up in front of and around them, which is described by the second limit."While it wasn't a surprise that the resistance changed at organisms moved faster, the fact that those challenges could be so simply described was interesting and provocative, because we are talking about organisms that range in size from a few millimeters to the size of a blue whale," Mahadevan said  The researchers found that the swimming speed of virtually every organism, from fish larvae to frogs to birds, amphibians and even whales, could be described by one of the two equations. http://www.sciencedaily.com/releases/2014/09/140915102113.htm

17 comments:

  1. This comment has been removed by the author.

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  2. i find it cool that no matter how big or small the animal is, its swimming speed can be described by 2 equations. I also thought it was interesting that it took 50 years of time, experiments and calculations to create an algebraic equation. i never heard of this topic before and its really interesting :)

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  3. For a topic I find dull this article was very interesting.The fact that with simply with only tow equations you could determine the speed of an animal as it swims,even birds astounds me.This article is very intriguing and I would now like to know more on the topic. Good job:)

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  4. I applaud your mentioning of blue whales, as it paints a picture in my mind that aids me when I read this article. It is very interesting that there are only two equations that determine swimming speed of animals, and your quotes really helped.

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  5. As with Kevin, I thouroghly enjoyed how in the first few sentences you were able to paint a picture in our minds. It truly baffles me how there are only 2 equations to show the swimming speed of an animal! Did you happen to come upon these equations in your research?

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  6. I was amazed because caused by skin friction, water would "stick" to the animal skin. I found it was very interesting that as organisms moved faster, more pressure builds up in front and on their sides. Being able to find basically every swimming speed of these animals is pretty awesome! Great job!

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  7. I was never really curious as to why animals were able to propel themselves through water, but as I was reading your blog, I found myself thoroughly intrigued by the topic. I was very interested in how fluid dynamics worked in accordance to the size of different aquatic animals, but I was a bit disappointed when I couldn't find the two equations in the blog, or the article. Overall, it was a very interesting blog, and well written. Good job!

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  8. I find it amazing that the speed of an animal is only affected by two things, and one of them is the surface friction of an animal. I never thought that the surface area of an animal would play such a huge part in its speed. I wonder if this data could help Olympic swimmers swim faster. Great article!

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  9. I found this article quite intriguing. I never gave the slightest thought about how aquatic mammals propel themselves. I am surprised that it took them 50 years to come up with a algebraic equation that relatively easy inputs to find such as "The size of the organism".

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  11. I think it is amazing how you can find the speed of any type of fish or amphibian with just one to two equations. I also think it is interesting how they were able to come up with an equation for an experiment that would take them 50 years to complete.

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  12. Its amazing how with the help of just two equations you can find the speed of any fish. Moreover, this early discovery that would've taken 50 years to develop might unlock other mysteries like light speed, or something, I guess. Ultimately, this was a great article that yet again gave me something to think about.

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  13. Its amazing how these two species are able to propel them self through the water, they are two extremes and able to get through the water.

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  14. It is really surprising that one of the largest organisms on Earth, and an organism the size of millimeters, can have the same size, and that too can be calculated using just two equations.

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  15. Its amazing how the speed can be found with just two equations

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  16. its crazy how two organisms on opposite sides of the spectrum when looking at size can have their speed calculate in such a simple way with just 2 equations

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  17. That's cool that biology can be combined with math. I find it amazing that two completely different organisms have something so fundamental in common.

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