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New theory may explain mystery of Fairy Circles of Namibia

Date:
January 19, 2017
Source:
University of Strathclyde
Summary:
One of nature's greatest mysteries -- the 'Fairy Circles' of Namibia -- may have been unraveled by researchers. The study suggests that the interaction between termite engineering and the self-organization of vegetation could be jointly responsible for the phenomenon.
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One of nature's greatest mysteries -- the 'Fairy Circles' of Namibia -- may have been unraveled by researchers at the University of Strathclyde and Princeton University.

The cause of the circular patches of earth surrounded by grass, which are arranged in honeycomb-like patterns in huge areas of the Namib desert, has been the source of scientific debate for decades. The new research, published in scientific journal Nature, suggests that the interaction between termite engineering and the self-organization of vegetation could be jointly responsible for the phenomenon.

Regular vegetation patterns form spectacular landscapes across the globe, with the Fairy Circles in Namibia holding special interest for scientists since the 1970s. Some have argued that termites alone create these patterns by destroying vegetation to reduce competition for water, while others have suggested the circles follow patterns of rainfall and are solely caused by competition between plants.

The newly-published findings show that Fairy Circles may actually result from the close interaction between both termites and vegetation, which facilitates their mutual survival.

Dr Juan Bonachela from the University of Strathclyde's Department of Mathematics and Statistics, said: "There have long been two theories on how these regular patterns, and especially Fairy Circles, are formed, and both theories are normally presented as mutually exclusive.

"Our findings harmonise both theories and find a possible explanation for regular vegetation patterns observed around the globe. In the case of Fairy Circles, termites remove vegetation on their mounds to increase moisture, which is essential for the insects' survival in dry environments, thus creating the bare disk. Vegetation around the mound takes advantage of this water accumulation to grow, and this taller vegetation forms the circle. Regular repetition of the pattern results from different termite colonies competing next to one another.

"This behaviour affects the whole ecosystem, allowing it to survive harsher conditions and recover from droughts much more quickly than if there were no termites.

"The Fairy Circles remind us of the delicate balance of interactions necessary to sustain ecosystems."

The findings come as a result of an international collaboration between academics at Princeton and Strathclyde, which allowed researchers to use their different expertise to develop and test the theory.

Their multidisciplinary approach included field data from four different continents and computer simulations. Thanks to the latter, the authors were able to explore their theory on a variety of scales, testing different environmental scenarios, which would have been almost impossible to achieve on ground due to cost and time issues.


Story Source:

Materials provided by University of Strathclyde. Note: Content may be edited for style and length.


Journal Reference:

  1. Corina E. Tarnita, Juan A. Bonachela, Efrat Sheffer, Jennifer A. Guyton, Tyler C. Coverdale, Ryan A. Long, Robert M. Pringle. A theoretical foundation for multi-scale regular vegetation patterns. Nature, 2017; 541 (7637): 398 DOI: 10.1038/nature20801

Cite This Page:

University of Strathclyde. "New theory may explain mystery of Fairy Circles of Namibia." ScienceDaily. ScienceDaily, 19 January 2017. <www.sciencedaily.com/releases/2017/01/170119083811.htm>.
University of Strathclyde. (2017, January 19). New theory may explain mystery of Fairy Circles of Namibia. ScienceDaily. Retrieved November 23, 2024 from www.sciencedaily.com/releases/2017/01/170119083811.htm
University of Strathclyde. "New theory may explain mystery of Fairy Circles of Namibia." ScienceDaily. www.sciencedaily.com/releases/2017/01/170119083811.htm (accessed November 23, 2024).

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